Keywords
24
Deuterium oxide; heavy water; proteomics; fractional synthesis rate; biosynthetic labelling; protein 25
turnover; skeletal muscle; proteome dynamics; human 26
27
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Abstract
28
Protein fractional turnover rates (FTR) represent measurements of flux through a protein pool, i.e. net 29
abundance (ABD) of the protein. If protein abundance is not measured or is different between 30
experimental conditions the interpretation of FTR data may be confounded. This project investigates 31
the consequences of reporting turnover rates of human muscle proteins in vivo in mole and absolute 32
units (that incorporate protein abundance data) compared to fractional (%/d) data that ignore protein 33
abundance. Three physically active males (21 ± 1 years) were recruited and underwent a 12 -d protocol 34
of daily deuterium oxide (D 2O) consumption and biopsies of vastus lateralis on days 8 and 12. Protein 35
abundances were normalised to yeast alcohol dehydrogenase, added during sample preparation, and 36
FTR was calculated from time -dependent changes in peptide mass isotopomer profiles. FTR and 37
abundance data (fmol/ μg protein) were combined to calculate mol e turnover rates (MTR; fmol/ μg 38
protein/ d) and absolute turnover rates (ATR; ng/ μg protein/ d). Abundance data were collected for 39
1,772 proteins and FTR data were calculated from 3,944 peptides representing 935 proteins (average 40
3 peptides per protein). The median (M), lower - (Q1) and upper -quartile (Q3) values for protein FTR 41
(%/d) were M = 4.3, Q1 = 2.52, Q3 = 7.84. Our analyses suggest MTR data is preferred over FTR, 42
particularly for studies on multiprotein complexes, wherein MTR takes account of potential differences 43
amongst the molecular weight of the component subunits. ATR data may be preferred over MTR and 44
FTR, particularly when comparing samples with different abundance profiles. 45
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Introduction
46
In healthy adults, skeletal muscle is the largest tissue (by mass) in the human body, representing 47
approximately 40 % of total body mass and accounting for 50 – 70 % of total body protein. Muscle 48
proteins exist in a continuous cycle of synthesis and degradation (collectively known as protein 49
turnover), which is essential to maintain muscle quality and facilitate changes in protein abundance 50
profiles that underpin cellular adaptation. Losses in muscle mass are associated with heightened 51
disease mortality [1], and changes to the turnover of muscle protein may also be an important factor 52
underpinning muscle health. Muscle is an accessible tissue in humans and emerging techniques for 53
dynamic proteome profiling have the potential to offer new insight into the mechanisms underpinning 54
human muscle adaptation [2]. 55
The dynamic nature of proteins was established in the early 20 th Century in work led by Rudolf 56
Schoenheimer [3], which used a stable isotope -labelled amino acid ( 15N-tyrosine) to achieve 57
biosynthetic labelling of newly synthesised proteins in rats in vivo. Muscle protein turnover has since 58
been studied extensively but, for the most part, human data are constrained to reports on the average 59
synthesis rate of mixed -protein samples based on the analysis of amino acid hydrolysates [4]. Soon after 60
the turn of the century, advances in proteomic methods enabled studies on the turnover of large 61
numbers of individual proteins, and were first conducted using 2H10-leucine in yeast [5]. The 62
development of stable isotope labelling of amino acids in culture (SILAC) in mammalian cells [6] enabled 63
the turnover of individual proteins in human cell cultures using 2H3-leucine. Doherty et al [7] reports 64
the degradation rates of almost 600 proteins in human A549 adenocarcinoma cells using dynamic SILAC 65
with contemporary 13C6-labelled lysine and arginine. Similarly, Cambridge et al [8] used dynamic SILAC 66
in the mouse C2C12 muscle cell line and reported a median protein degradation rate of 1.6 %/h 67
(equating to a half-life of ~43 h) amongst 3528 proteins studied. 68
Dynamic SILAC requires extensive isotope labelling of amino acid precursors, which is readily achieved 69
in cell culture but impractical in humans. Moreover, cell studies are unable to capture the complexity 70
of human tissues in vivo and it is challenging to predict protein turnover rates in vivo from data 71
generated in cell cultures [9]. Proteome dynamic studies in humans in vivo have investigated the 72
turnover of individual proteins using the stable isotope, deuterium oxide (D 2O or ‘heavy water’), which 73
can be administered via a participant’s drinking water. Low levels of D 2O consumption are safe and 74
enable studies to be conducted under free -living conditions for periods of several days or more. 75
Combined with peptide mass spectrometry (MS) D 2O labelling can be employed to measure the 76
turnover rates of individual proteins [10] and early studies in humans reported the turnover rates of 77
specific proteins in blood [11, 12]. 78
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To our knowledge, just 5 studies [2, 13-17] report dynamic proteome data in human muscle using D 2O, 79
and mostly these works have investigated muscle responses to exercise training. In the majority, 80
existing data on protein -specific turnover in human skeletal muscle in vivo calculate fractional synthesis 81
rates (FSR) and report the data in percent per day (%/d) units. If protein abundance is known or 82
assumed to be constant during the period of biosynthetic labelling, the term, fractional turnover rate 83
(FTR), is preferred rather than FSR. Amongst the previous literature, Scalzo et al [13] reports the 84
greatest number (n=381) of proteins analysed and found deuterium incorporation was greater in male 85
compared to female participants during a 4 -weeks of sprint interval training, but numerical data on the 86
FSR of each protein was not reported. Shankaran et al [14] and Murphy et al [15] also provide protein -87
specific data on the FSR of 273 and 190 proteins, respectively, in human muscle but did not investigate 88
the abundance of these proteins. Three earlier reports [2, 16, 17] from our laboratory include protein 89
abundance (ABD) data alongside the measurements of protein -specific FSR in human muscle but the 90
abundance and FSR data were not combined to report data in mole or absolute units. 91
Fractional turnover measurements provide information on the flux through the protein pool but are 92
ignorant to the size of the pool (i.e. net protein abundance) and the potential inter -relationships 93
amongst proteins. Muscle is renowned for its plasticity and can exhibit a broad repertoire of 94
phenotypes, underpinned by different protein abundance profiles. For example, proteomic studies 95
have highlighted robust changes to the abundance profile of proteins in human muscle in the contexts 96
of exercise [18], ageing [19, 20] or disease [21]. Therefore, the abundance profile of muscle proteins 97
may need to be considered alongside protein -specific synthesis data, particularly when comparisons 98
are made across different populations with different muscle phenotypes. Label -free proteomics data 99
can be normalised to spike -in standards [22] or calculated from endogenous proteins [23]. Herein, we 100
have applied spike -in methods to investigate the abundance and turnover rates of human muscle 101
proteins in vivo using mole (e.g. fmol/ μg total protein/ day) and absolute (e.g. ng/ μg total protein/ 102
day) units, and we find the different unis of measurement alter the biological interpretation of protein -103
specific turnover data. 104
105
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Methods
106
Participant s 107
Three physically active males (21 ± 1 years; height 178 ± 1 cm; weight 75 ± 5 kg) were recruited and 108
received verbal and written information, including potential risks, prior to providing written informed 109
consent. The study was approved by the Liverpool John Moores School of Sport and Exercise Science 110
Research Committee (M18SPS006) and conformed with the Declaration of Helsinki, except registration 111
in a publicly accessible database. 112
Experimental Protocol 113
Figure 1 provides an overview of the experimental protocol which consisted of a 12 -day cross -sectional, 114
observation study including metabolic labelling of newly synthesised protein in vivo using deuterium 115
oxide (2H2O; D2O) administration. Seventy -two hours prior to the labelling period, preparatory data 116
including anthropological measurements and peak aerobic capacity, were collected. Baseline saliva, 117
blood, and muscle samples were collected on day 0, prior to daily D 2O administration. Saliva and venous 118
blood samples were collected on days 0, 4, 8 and 12 to measure body water deuterium enrichment. 119
Muscle samples were also collected on days 8 and 12 via micro -needle biopsy of the vastus lateralis. 120
Assessment of aerobic exercise capacity 121
Participants attended the laboratory in the morning after an overnight fast and their resting heart rate 122
and blood pressure were measured (DINAMAP V100, General Healthcare, UK) in a seated position. Peak 123
oxygen uptake (VrO2 peak) was measured, using an incremental exercise test to volitional exhaustion on 124
a cycle ergometer (Lode, Groningen, The Netherlands). Respiratory gases were measured using an 125
online gas collection system (CORTEX Biophysik MetaLyzer 3B stationary CPX). The test consisted of an 126
initial load of 100 W for 10 minutes, followed by 30 W increases in external load at 2 -minute intervals 127
until cadence reduced to <50 rpm, at which point the test was terminated. VrO2 peak was reported as 128
the mean oxygen uptake during the final 1 -minute of exercise. 129
Stable isotope labelling in vivo 130
Participants were instructed to maintain their habitual exercise and dietary routine throughout the 12 -131
day D2O labelling period. Participants recorded the duration and rate of perceived exertion (RPE) of 132
each training session using TrainingPeaks software (TrainingPeaks, Denver, CO, USA). Dietary intake 133
was monitored by recording meal information using a smartphone application (MyFitnessPal, Under 134
Armour, Baltimore, MD, USA) [24]. 135
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Biosynthetic labelling of newly synthesised proteins was achieved by oral consumption of deuterium 136
oxide (D2O). Consistent with our previous work [2, 16], participants consumed 50 ml of 99.8 atom % of 137
D2O four times per day for days 1 -5 commencing after the first muscle biopsy on day 0. On days 6 -12, 138
the dosage was lowered to 50 ml two times per day. All 50 ml doses were dispensed in a nutrition 139
laboratory and sealed prior to distribution to the participants. Participants were instructed to consume 140
each dose ~4 hours apart to negate any potential side effects e.g., nausea. 141
Saliva samples were collected, upon waking, by each participant using pre -labelled saliva collection kits 142
(Salivette, Sarstedt, NC, USA). Participants delivered saliva samples to the laboratory at each visit using 143
a cooled container. Collection tubes were centrifuged for 2 mins at 1000 x g and aliquots of saliva were 144
stored at -80 °C until analysis. 145
Venous blood samples were collected in EDTA-coated vacutainer tubes via a single use butterfly needle 146
(Beckton Dickson, UK) inserted into the antecubital fossa. Plasma was extracted by centrifugation 147
(1,200 x g, 4 °C for 10 min) prior to storage at -80 °C for subsequent analysis. 148
Muscle Biopsy Protocol 149
Muscle samples were obtained from the vastus lateralis of the participant’s dominant leg after an 150
overnight fast using a Bard Monopty Disposable Core Biopsy Instrument 12 -gauge x 10 cm length (Bard 151
Biopsy System, Tempe, AZ). Local anaesthesia (0.5 % Marcaine) was administered, and a 0.5 cm 152
longitudinal incision was made through the skin. The muscle fascia was then pierced, and 2 -3 muscle 153
pieces were taken to collect adequate amounts (minimum 50 mg) of sample. Samples were blotted to 154
remove excess blood, and visible fat and connective tissue were removed through dissection. Muscle 155
tissue was snap-frozen in liquid nitrogen and stored at -80 °C for subsequent analysis. 156
Calculation of D2O Enrichment 157
Body water enrichment of D 2O was measured in plasma and saliva samples against external standards 158
that were constructed by adding D 2O to PBS over the range from 0.0 to 5.0 % in 0.5 % increments. 159
Deuterium enrichment of aqueous solutions was determined by gas chromatography -mass 160
spectrometry after exchange to acetone [25]. Samples were centrifuged at 12,000 g, 4 °C for 10 min, 161
and 20 µl of sample supernatant or standard was reacted overnight at room temperature with 2 µl of 162
10 M NaOH and 4 µl of 5 % (v/v) acetone in acetonitrile. Acetone was then extracted into 500 µl 163
chloroform and water was captured in 0.5 g Na 2SO4 before transferring a 200 -µl aliquot of chloroform 164
to an auto-sampler vial. Samples and standards were analysed in triplicate by using an Agilent 5973 N 165
mass selective detector coupled to an Agilent 6890 gas chromatography system (Agilent Technologies, 166
Santa Clara, CA, USA). A CD624 -GC column (30 m, 30.25 mm 3 1.40 mm) was used in all analyses. 167
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Samples (1 μl) were injected by using an Agilent 7683 autosampler. The temperature program began 168
at 50 °C and increased by 30 °C/min to 150 °C and was held for 1 min. The split ratio was 50:1 with a 169
helium flow of 1.5 ml/min. Acetone eluted at ~3 min. The mass spectrometer was operated in the 170
electron impact mode (70 eV) and selective ion monitoring of m/z 58 and 59 were performed by using 171
a dwell time of 10 ms/ ion. 172
Muscle processing 173
Muscle samples were pulverized in liquid nitrogen, then homogenized on ice in 10 volumes of 1 % Triton 174
X-100, 50 mM Tris, pH 7.4 (including complete protease inhibitor; Roche Diagnostics, Lewes, United 175
Kingdom) using a PolyTron homogenizer. Homogenates were incubated on ice for 15 min, then 176
centrifuged at 1000 x g, 4 °C, for 5 min to fractionate insoluble (myofibrillar) proteins from soluble 177
proteins. Soluble proteins were decanted and cleared by further centrifugation (12,000 x g, 4 °C, for 45 178
min). Insoluble proteins were resuspended in a half -volume of homogenization buffer followed by 179
centrifugation at 1000 x g, 4 °C, for 5 min. The washed pellet was then solubilized in lysis buffer (7 M 180
urea, 2 M thiourea, 4 % CHAPS, 30 mM Tris, pH 8.5) and cleared by centrifugation at 12,000 x g, 4 °C, 181
for 45 min. Protein concentrations of the insoluble and soluble protein fractions were measured by 182
Bradford assay. Aliquots containing 500 µg protein were precipitated in 5 volumes of ice -cold acetone 183
and incubated for 1 h at -20 °C. Proteins were then resuspended in lysis buffer to a final concentration 184
of 5 μg/ μl. 185
Tryptic digestion was performed using the filter -aided sample preparation (FASP) method [26]. Aliquots 186
containing 100 µg protein were precipitated in acetone and resuspended in 40 μl UA buffer (8 M urea, 187
100 mM Tris, pH 8.5). Samples were transferred to filter tubes and washed with 200 µl of UA buffer. 188
Proteins were incubated at 37 °C for 15 min in UA buffer containing 100 mM dithiothreitol followed by 189
incubation (20 min at 4 °C) protected from light in UA buffer containing 50 mM iodoacetamide. UA 190
buffer was exchanged with 50 mM ammonium bicarbonate and sequencing -grade trypsin (Promega, 191
Madison, WI, USA) was added at an enzyme to protein ratio of 1:50. Digestion was allowed to proceed 192
at 37 °C overnight then peptides were collected in 100 μl 50 mM ammonium bicarbonate containing 193
0.2 % trifluoroacetic acid. Samples containing 4 µg of peptides were de -salted using C 18 Zip-tips 194
(Millipore) and resuspended in 20 µl of 2.5 % (v/v) ACN, 0.1 % (v/v) formic acid (FA) containing 10 fmol/ 195
μl yeast alcohol dehydrogenase (ADH1; MassPrep, Waters Corp., Milford, MA). 196
Liquid chromatography -mass spectrometry of the myofibrillar protein fraction 197
Liquid chromatography -mass spectrometry of myofibrillar proteins was performed using nanoscale 198
reverse -phase ultra -performance liquid chromatography (NanoAcquity; Waters Corp., Milford, MA) 199
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and online electrospray ionization quadrupole -time-of-flight mass spectrometry (Q -TOF Premier; 200
Waters Corp.). Samples (5 μl corresponding to 1 μg tryptic peptides) were loaded by partial -loop 201
injection on to a 180 μm ID x 20 mm long 100 Å, 5 µm BEH C 18 Symmetry trap column (Waters Corp.) 202
at a flow rate of 5 μl/ min for 3 min in 2.5 % (v/v) ACN, 0.1% (v/v) FA. Separation was conducted at 35 °C 203
via a 75 μm ID x 250 mm long 130 Å, 1.7 µm BEH C 18 analytical reverse -phase column (Waters Corp.). 204
Peptides were eluted using a non -linear gradient that rose to 37.5 % acetonitrile 0.1% (v/v) FA over 90 205
min at a flow rate of 300 nl/ min. Eluted peptides were sprayed directly into the mass spectrometer via 206
a NanoLock Spray source and Picotip emitter (New Objective, Woburn, MA). Additionally, a LockMass 207
Reference
(100 fmol/ μl Glu-1-fibrinopeptide B) was delivered to the NanoLock Spray source of the mass 208
spectrometer at a flow rate of 1.5 μl/ min and was sampled at 240 s intervals. For all measurements, 209
the mass spectrometer was operated in positive electrospray ionization mode at a resolution of 10,000 210
full width at half maximum (FWHM). Before analysis, the time -of-flight analyser was calibrated using 211
fragment ions of [Glu -1]-fibrinopeptide B from m/z 50 to 1990. 212
Mass spectra for liquid chromatography -mass spectrometry profiling were recorded between 350 and 213
1600 m/z using mass spectrometry survey scans of 0.45 -s duration with an interscan delay of 0.05 s. In 214
addition, equivalent data-dependent tandem mass spectra (MS/MS) were collected from each baseline 215
(day 0) sample. MS/MS spectra of collision -induced dissociation fragment ions were recorded from the 216
5 most abundant precursor ions of charge 2+ 3+ or 4+ detected in each survey scan. Precursor 217
fragmentation was achieved by collision-induced dissociation at an elevated (20–40 eV) collision energy 218
over a duration of 0.25 s per parent ion with an interscan delay of 0.05 s over 50 –2000 m/z. Acquisition 219
was switched from MS to MS/MS mode when the base peak intensity exceeded a threshold of 30 220
counts/s and returned to the MS mode when the total ion chromatogram (TIC) in the MS/MS channel 221
exceeded 50,000 counts/s or when 1.0 s (5 scans) were acquired. To avoid repeated selection of 222
peptides for MS/MS, the program used a 30 -s dynamic exclusion window. 223
Liquid chromatography -mass spectrometry of the myofibrillar protein fraction 224
Data-dependent label-free analysis of soluble protein fractions was performed using an Ultimate 3000 225
RSLC nanosystem (Thermo Scientific, Waltham, MA) coupled to a Fusion mass spectrometer (Thermo 226
Scientific). Samples (3 μl corresponding to 600 ng of protein) were loaded on to the trapping column 227
(Thermo Scientific, PepMap100, C 18, 75 μm X 20 mm), using partial loop injection, for 7 minutes at a 228
flow rate of 9 μl/min with 0.1 % (v/v) trifluoroacetic acid. Samples were resolved on a 500 mm analytical 229
column (Easy-Spray C 18 75 μm, 2 μm column) using a gradient of 96.2 % A (0.1 % formic acid) 3.8 % B 230
(79.9 % ACN, 20 % water, 0.1 % formic acid) to 50 % B over 90 min at a flow rate of 300 nL/min. The 231
data-dependent program used for data acquisition consisted of a 120,000 -resolution full -scan MS scan 232
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(AGC set to 4e5 ions with a maximum fill time of 50 ms) and MS/MS using quadrupole ion selection with 233
a 1.6 m/z window, HCD fragmentation and normalised collision energy of 32 and LTQ analysis using the 234
rapid scan setting and a maximum fill time of 35 msec. The machine was set to perform as many MS/MS 235
scans as to maintain a cycle time of 0.6 sec. To avoid repeated selection of peptides for MS/MS the 236
program used a 60 s dynamic exclusion window. 237
Label-free quantitation of protein abundances 238
Progenesis Quantitative Informatics for proteomics (Non -Linear Dynamics, Newcastle, UK) was used to 239
perform label -free quantitation on samples collected at days 8 and 12 only. QToF data were LockMass 240
corrected using the doubly charged monoisotopic ion ( m/z 785.8426) of the Glu -1- fibrinopeptide B. 241
Prominent ion features were used as vectors to warp each data set to a common reference 242
chromatogram and an analysis window of 15 –105 min and 350 –1500 m/z was selected. Log -243
transformed MS data were normalized by inter -sample abundance ratio, and relative protein 244
abundances were calculated using unique peptides only. Abundance data were normalised to the 245
median abundance of 3 most abundant peptides of yeast ADH1 [22] to derive abundance 246
measurements in fmol/μg units. MS/MS spectra were exported in Mascot generic format and searched 247
against the Swiss-Prot database (2018.7) restricted to Homo -sapiens (20,272 sequences) using a locally 248
implemented Mascot server (v.2.2.03; www.matrixscience.com). Enzyme specificity was trypsin, 249
allowing 1 missed cleavage, carbamidomethyl modification of cysteine (fixed). QToF data was searched 250
using m/z errors of 0.3 Da, whereas FUSION data were searched using MS errors of 10 ppm and MS/MS 251
errors of 0.6 Da. Mascot output files (xml format), restricted to nonhomologous protein identifications, 252
were recombined with MS profile data in Progenesis. 253
Measurement of protein turnover rates 254
Mass isotopomer abundance data from samples collected at days 8 and 12 were extracted from MS 255
spectra using Progenesis Quantitative Informatics (Non -Linear Dynamics, Newcastle, UK). Consistent 256
with our previous work, e.g. [27], the abundances of the monoisotopic peak (m0), m1, m2 and m3 mass 257
isotopomers were collected over the entire chromatographic peak for each proteotypic peptide that 258
was used for label -free quantitation of protein abundances. Mass isotopomer information was 259
processed in R version 3.5.2 (R core team., 2016). Incorporation of D 2O into newly synthesized protein 260
Results
in a decrease in the molar fraction of the monoisotopic ( fm0) peak that follows the pattern of 261
an exponential decay. The rate constant ( k) for the decay of fm0 was calculated as a first -order 262
exponential spanning from the beginning ( t0) (day 8) to end ( t) (day 12) of the D 2O labelling period 263
(Equation 1). 264
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𝑘 = 1
𝑡 − 𝑡0 • −ln +
𝑓𝑚!"
𝑓𝑚!"!
. 265
Equation 1 266
The rate of change in mass isotopomer distribution is also a function of the number of exchangeable 267
H-D sites, and this was accounted for by referencing each peptide sequence against standard tables 268
reporting the relative enrichment of amino acids by deuterium in humans [11] to give the fractional 269
turnover rate (FTR) for each peptide. Individual protein FTR was reported as the median of peptide 270
values assigned to each protein (decimal values were multiplied by 100 to give FTR in %/d) for each 271
participant. Mole turnover rate (MTR, fmol/μg/d) was calculated by multiplying protein FTR (expressed 272
as a decimal) by the mole abundance of the protein normalised to the yeast ADH1 spike -in. Absolute 273
turnover rate (ATR, ng/μg/d) was calculated by multiplying MTR by the predicted molecular weight 274
(kDa) of each protein. Protein half -life (t1/2) in days was estimated from decimal FTR data by Equation 275
2. 276
𝑡#
$ = 𝑙𝑛2
𝐹𝑆𝑅 277
Equation 2 278
Bioinformatic Analysis 279
Functional annotation and the association of proteins with pathways of the Kyoto Encyclopaedia of 280
Genes and Genomes [KEGG; http:// www.genome.jp/kegg/, [28]] were conducted using the Perseus 281
platform [29]. Protein interactions were investigated using bibliometric mining in the Search Tool for 282
the Retrieval of Interacting Genes/proteins (STRING; http://string -db.org/) [30]. Protein physio -283
chemical characteristics, including isoelectric point ( pI) and molecular weight (MW) were calculated 284
using the Swiss Institute of Bioinformatics EXpasy ProtParam tool 285
(https://web.expasy.org/protparam/ ). Statistical analysis was performed in R (Version 3.6.2). Within -286
subject differences between samples collected on day 8 and day 12 were investigated by repeated 287
measures one -way ANOVA. Significance was identified as P ≤ 0.05 and a false -discovery rate of 5 % 288
calculated from q -values [31]. Differences amongst myosin heavy chain (MyHC) isoforms and the 289
subunits of multiprotein complexes were investigated by one -way ANOVA with Tukey’s HSD post -hoc 290
analysis. Pearson’s moment correlation analyses were used to determine relationships between 291
protein abundance and turnover rate expressed in relative (e.g., FTR or t 1/2), mole and absolute units. 292
Amino acid sequence logos were generated using Seq2Logo 2.0 293
(https://services.healthtech.dtu.dk/services/Seq2Logo -2.0/). Stoichiometry of multiprotein complexes 294
were calculated and compared to the expected stoichiometry reported within The Complex Portal [32]. 295
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Gene ontology analysis was conducted on the top quantile of proteins when ranked by ABD, FTR, MTR 296
and ATR using cluster profiler with significance set at an adjusted P value ≤ 0.05. 297
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Results
298
Protein abundance measurements 299
Three physically active age -matched males were studied that had similar peak aerobic capacity and 300
body mass index (Table 1). In total, 1,885 proteins were identified and 1,772 of these proteins had at 301
least 1 unique peptide (<1 % FDR) detected in both day 8 and day 12 samples in all 3 participants. The 302
abundance of muscle proteins spanned 6 orders ( Figure 2A ) of magnitude from 0.003 fmol/μg (leucine 303
tRNA Ligase; SYLC) to 4146.35 fmol/μg (haemoglobin subunit beta; HBB). There were no statistically 304
significant differences in protein abundance between day 8 and day 12 and the R 2 for protein 305
abundance data was 0.987 (Figure 2B ). The median coefficient of variation in protein abundance was 306
6 % with an inter -quartile range from 2.97 % to 12.54 %, which demonstrates a high level of 307
repeatability between protein abundance measurements at day 8 and day 12. Gene ontology analysis 308
of the upper quartile (n = 234 proteins) of protein abundances, included proteins associated with 309
muscle contraction, muscle system process, regulation of muscle contraction, sarcomere organization 310
and striated muscle contraction as the most enriched processes in human muscle ( Figure 2C ). Whereas 311
biological processes, including tRNA aminoacylation, positive regulation of transcription, protein 312
folding, cell migration and regulation of translation were enriched amongst proteins in the lower 313
quartile of abundance measurements. 314
Protein turnover measurements 315
Body water enrichment measured in blood plasma (1.71 ± 0.08 %) on day 8 was not different (P = 316
0.1058) from values (1.89 ± 0.07 %) measured on day 12. Stringent filters were applied to select 317
peptides with clearly resolved envelopes of m 0, m 1, m 2 and m3 mass isotopomers, and in all 6,800 318
protein -specific peptides met the inclusion criteria for turnover calculations in one or more participants. 319
The turnover rates of 935 proteins were measured in at least 1 participant ( Suppl Table S1 ), whereas 320
data were collected for 766 proteins in 2 or more participants and the synthesis rate of 444 proteins 321
was measured in all 3 participants. Unless otherwise stated, data are presented from at least n = 2 322
participants in the subsequent text and figures. The turnover of individual proteins in human vastus 323
lateralis in vivo ranged from 0.32 %/d (microtubule associated protein RP/EB family member 2; MARE2) 324
to 54.43 %/d (nuclear protein localisation protein 4 homolog; NPL4) and the median (IQR) of protein -325
specific FTR was 4.3 (2.52 – 7.84) %/d. MTR had a median of 0.04 (IQR: 0.01 – 0.10) fmol/μg/d and 326
ranged between 0.00013 (MARE2) and 56.89 fmol/μg/d haemoglobin subunit beta (HBB). ATR values 327
had a median of 1.53 (IQR: 0.48 – 4.63) ng/ μg/d and ranged between 0.005 (MARE2) and 931.98 328
ng/μg/d (albumin; ALBU). Different gene ontological classifications were highlighted amongst the 75 th 329
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percentile of proteins when turnover data were presented in relative or absolute units ( Figure 2 ). When 330
ranked by FTR, cellular oxidant detoxification, cellular response to toxic substance, nuclear migration, 331
nucleus localization and viral process were amongst the top -ranked terms. ( Figure 2D ). In contrast, 332
proteins ranked in the 75 th percentile by MTR were associated with terms, multicellular organismal 333
movement, muscle contraction, muscle system process, sarcomere organization, and striated muscle 334
contraction ( Figure 2E ). And proteins ranked in the 75 th percentile by ATR were associated with the 335
terms muscle cell development, muscle contraction, muscle system process, sarcomere organization 336
and striated muscle cell development ( Figure 2F ). Furthermore, antioxidant enzymes, including SODM 337
(mitochondrial superoxide dismutase [Mn]), PRDX3 (peroxiredoxin 3), PRDX2 (peroxiredoxin 2) and 338
(GSTP1) glutathione S-transferase -P were also amongst the top-ranked proteins by ATR, consistent with 339
their prominent role in skeletal muscle physiology. 340
Our analysis encompassed 35 myofibrillar proteins, including each of the main components of the 341
sarcomere ( Figure 3 ), which were primarily extracted from the insoluble fraction. The myosin heavy 342
chain (MyHC) isoform profile was 65 ± 2.4 % type IIa (MYH2), 24 ± 3.5 % type I (MYH7) and 12 ± 1.2 % 343
type IIx (MYH1). Accordingly, the abundance (ABD) of MYH2 (634.50 ± 173.79 fmol/ μg) was significantly 344
(p ≤ 0.01) greater than MYH1 (114.67 ± 38.25 fmol/μg) and MYH7 (225.97 ± 24.96 fmol/μg), whereas 345
there were no significant differences amongst turnover of MyHC isoforms ( Figure 3B ) when expressed 346
in FTR (%/d) units. When rate data were expressed in mole ( Figure 3C ) or absolute terms ( Figure 3D ), 347
the turnover profile of MyHC isoforms more closely mirrored the abundance data and both the MTR 348
(8.07 ± 1.93 fmol/μg/d) and ATR (1799.2 ± 429.82 ng/μg/d) of MYH2 were significantly (p ≤ 0.01) greater 349
than MYH7 (MTR; 2.56 ± 1.13 fmol/μg/d, ATR; 571 ± 252.3 ng/μg/d) and MYH1 (MTR; 2.03 ± 1.04 350
fmol/μg/d, ATR; 453.70 ± 232.19 ng/μg/d). 351
Protein turnover data were collected for 48 proteins of the major energy metabolism pathways in 352
human muscle ( Figure 4 ), including fatty acid β-oxidation (17 of 42 annotated in gene ontology 353
databases), glycolysis (15 of 67) and the TCA cycle (16 of 30). The median (IQR) ABD of proteins involved 354
in fatty acid oxidation and the TCA cycle were 2.11 (IQR; 1.13 – 3.65) fmol/μg and 3.34 (IQR; 0.63 – 355
8.41) fmol/μg respectively, whereas the ABD for proteins involved in glycolysis was approximately 10 -356
fold greater, 37.00 (IQR; 9.12 – 105.56) fmol/μg. Despite the markedly greater abundance of glycolytic 357
enzymes, the median FTR (2.10, 1.20 – 2.40 %/d) of glycolytic proteins was not different from enzymes 358
of either TCA cycle (2.20, 1.66 – 3.04 %/d) or fatty acid oxidation pathway (2.78, 2.19 – 3.94 %/d). 359
Differences amongst the turnover of proteins of the different metabolic pathways were more 360
transparent when data were expressed in mole or absolute units. The MTR (0.69, 0.15 – 1.34 fmol/μg/d) 361
and ATR (29.23, 7.84 – 81.48 ng/μg/d) of enzymes involved in glycolytic processes was ≥10-fold greater 362
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than the TCA cycle (MTR; 0.077, 0.022 – 0.134 fmol/μg/d, ATR; 4.06, 1.24 – 9.41 ng/μg/d) and fatty acid 363
oxidation (MTR; 0.065, 0.039 – 0.095 fmol/μg/d, ATR; 2.12, 1.29 – 3.63 ng/μg/d). 364
Predictors of protein turnover rates in human muscle in vivo 365
Protein turnover expressed in fractional units (FTR, %/d) did not correlate (r = -0.082) with mole protein 366
abundance (Figure 5A ), whereas MTR exhibited a strong (r = 0.9695) positive relationship ( Figure 5B ) 367
and ATR somewhat correlated with mole protein abundance (r = 0.6964) (Figure 5C ). Neither protein 368
molecular weight (MW; Figure 5 D -F) nor isoelectric point (p I; Figure 5 G -I) corelated with protein 369
turnover expressed in either relative or absolute units. The median (IQR) for p I and MW of proteins in 370
the current study were 41.44 (IQR; 25.97 – 63.45) KDa and pH 6.105 (IQR; 5.37 – 7.58). Pearson’s 371
corelation analysis of the top 50 proteins with the lowest and highest t 1/2 values found no correlation (r 372
= -0.0024) with predicted protein t 1/2 values calculated using the N-end rule of degradation. Similarly, 373
there was no significant enrichment of linear motifs amongst either the top ( Figure 5K ) or bottom -374
ranked proteins ( Figure 5L ). 375
Subunit stoichiometry of multiprotein complexes 376
Data were collected for 79 subunits of 6 multiprotein complexes (MPC), including the 26S proteasome 377
and complexes I, II, III, IV and V of the mitochondrial respiratory chain ( Figure 6 ). On average the mean 378
± SD mole abundance of the 26S proteasome (0.342 ± 0.224 fmol/μg) was significantly less (P ≤ 0.05) 379
than the abundance of respiratory chain complexes III, IV and V ( Figure 6A ). Subunits of Complex I 380
(1.414 ± 0.856 fmol/ug) were significantly less abundant than subunits of Complex III (7.311 ± 4.453 381
fmol/μg) and Complex V (11.335 ± 14.349 fmol/ug). Similarly, subunits of Complex II (2.328 ± 1.944 382
fmol/ug) and complex IV (4.833 ± 3.835 fmol/ug) were also significantly less abundant than Complex V. 383
There were significant (P ≤ 0.05) differences in FTR (%/d) between the 26S proteasome and 384
mitochondrial respiratory chain complexes III and V ( Figure 6B ). In contrast to ABD data the turnover 385
of the 26S Proteasome subunit ( 8.436 ± 7.03450 %/day) was significantly higher than that of Complex 386
III (1.946045 ± 0.479 %/day) and Complex V ( 2.210 ± 1.091 %/day). Turnover data expressed in mole 387
(Figure 6C ) and absolute terms ( Figure 6D ) were in better agreement with protein abundance 388
measures, for example Complex IV (0.21 ± 0.25 fmol/μg/day) and Complex V ( 0.180 ± 0.181 389
fmol/ug/day) had significantly (P ≤ 0.05) greater mean ± SD MTR than the 26S proteasome (0.027 ± 390
0.029 fmol/μg/day). Complex IV also had a significantly higher MTR than complex I (0.09 ± 0.12 391
fmol/μg/day). Absolute values of MPC highlighted the ATR of Complex V was significantly (P ≤ 0.05) 392
greater (6.83 ± 11.62 ng/μg/day) than complex I (2.46 ± 3.66 ng/μg/day) and the 26S proteasome (1.02 393
± 0.98 ng/μg/day). 394
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Individual subunits within a MPC display differing turnover rates. We identified 18 of the 47 subunits of 395
the 26S proteasome in at least n = 2 participants and 24 subunits in n = 1 participants ( Figure 7 ). Ten 396
subunits belonged to the 20S core particle and 13 to the 19S regulatory particle. FTR values of subunits 397
within the 26S proteasome ranged from 1.57 ± 1.06 %/d (proteasome subunit alpha type 3; PSA3) to 398
27. 09 ± 17.50 %/d (26S proteasome AAA -ATPase subunit RPT1; PRS7), with a combined median of 399
5.50 %/d (IQR; 3.86 – 11.58) for the 18 proteins identified in the current work. MTR and ATR values 400
ranged from 0.003 ± 0.002 fmol/μg/d (PSA3) to 0.12 ± 0.16 fmol/μg/d (proteasome subunit alpha type 401
7; PSA7) and 0.09 ± 0.06 ng/μg/d (PSA3) to 3.38 ± 4.59 ng/μg/d (PSA7) respectively. The median (IQR) 402
MTR and ATR for the 18 proteins identified in the 26S proteasome are reported as 0.015 (0.008 – 0.038) 403
fmol/μg/d and 0.51 (0.31 – 1.27) ng/μg/d respectively. 404
Complex V of the mitochondrial respiratory chain is a well -defined MPC. We herein quantified the ABD 405
and stoichiometry of Complex V (ATP synthase) and compared the measured protein abundance of 406
each subunit, against their predicted abundance from the Complex Portal database ( Figure 8A ). We 407
also compared individual protein subunit turnover in fractional ( Figure 8C ), mol e (Figure 8 D) and 408
absolute ( Figure 8E ) terms against protein abundance stoichiometry. Figure 8F -H illustrates the 409
relationship between the turnover rates and relative protein abundance of subunits of ATP synthase. 410
Values are expressed as a percentage of the total of ATP synthase. There was no relationship (r 2 = -411
0.144) between the FTR of a subunit and its relative protein ABD within the ATP synthase MPC ( Figure 412
8F). For example, ATPB made up ~ 37 % of the ABD of ATP synthase, but only 6 % of turnover (FTR). In 413
contrast, MTR (r 2 = 0.851) and ATR (r 2 = 0.933) data exhibited significant relationships with the relative 414
ABD of ATP synthase subunits (Figure 8 G -H). The measured stoichiometry of the average abundance 415
of ATP synthase subunits when normalised to ATPG (i.e. abundance ATPA:ATPB:ATPD per fmol of ATPG) 416
was 9.17: 11.62: 0.84 fmol/µg per fmol/µg of ATPG. 417
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Discussion
418
Currently few data exist on protein -specific turnover in human skeletal muscle in vivo, and the turnover 419
rates of individual proteins have seldom been reported alongside protein abundance measurements. 420
Muscle is renowned for its plasticity and can exhibit a broad range of different phenotypes underpinned 421
by different protein abundance profiles. Therefore, it may be important to consider the abundance 422
profile of muscle proteins alongside protein -specific turnover data. Herein, we report that the unit of 423
measurement used for dynamic proteomic data influences the biological interpretation of the findings. 424
Although commonplace, the presentation of protein turnover or synthesis data in fractional terms 425
(i.e. %/d), masks the different size (molecular weight; MW) and abundance of individual proteins. Data 426
presented in mole units that account for differences in MW amongst protein subunits may be preferred 427
for studies on multiprotein complexes within samples or subcellular fractions. Alternatively, data in 428
absolute units that account for differences in protein abundance between samples may be preferred 429
for studies on longitudinal adaptation or cross -sectional analyses on differing populations. 430
Changes in protein abundance are underpinned by the balance between the synthesis and degradation 431
of individual proteins [33] but this relationship does not equate to a correlation between the turnover 432
rate of a protein and its abundance (Figure 5). Disparities between the FTR and abundance of proteins 433
make it difficult to draw conclusions about the physiological state of muscle from FTR data alone [34]. 434
In the current work, FTR data highlighted biological processes (Figure 2) that are not usually viewed as 435
being prominent in healthy muscle, and provided limited insight into the allocation of cellular resources 436
or top -ranking molecular processes. Mole turnover rates incorporate quantification of protein 437
abundance in mole terms and provide new insight into stoichiometric relationships amongst the 438
synthesis of subunits that form multiprotein complexes in muscle (Figure 6). Both mole and absolute 439
synthesis rates correlated (Figure 5) with protein abundance measurements and better reflected the 440
biological processes associated with skeletal muscle (Figure 2). 441
The median FTR of 935 proteins in human vastus lateralis muscle was 4.3 (IQR 2.52 – 7.84) %/d, which 442
equates to a median protein half -life of 16 (IQR 9 – 27) days. These values appear to differ from values 443
(~1-2 %/d) reported in previous D2O proteomic studies [15, 16] that surveyed fewer proteins. As the 444
depth of proteome coverage (i.e. number of proteins studied) increases it becomes increasingly 445
important to account for the abundance and molecular weight of each protein when estimating the 446
gross average turnover of muscle protein. Large or highly abundant proteins (e.g., myosin and actin) 447
contribute more to the gross average turnover of protein in muscle than less abundant proteins that 448
may exhibit relatively higher rates of turnover. For example, when our FTR data is weighted using 449
absolute abundance values, (i.e. ATR) the pooled FTR for human vastus lateralis muscle was 1.4 %/d 450
and in line with previous findings in active individuals. Notably, muscle proteins that exhibit high 451
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absolute turnover rates and therefore contribute the most to the gross average turnover rate, include 452
blood proteins (e.g. albumin and haemoglobin subunits), myoglobin (MYG) and glycolytic enzymes. In 453
total, the top 10 proteins ranked by ATR account for almost 30 % of protein turnover in human skeletal 454
muscle. The prominent contribution of blood proteins and glycolytic enzymes sheds new light on the 455
interpretation of earlier mixed protein FTR data generated by analysis of amino acid hydrolysates . Such 456
analyses of muscle sarcoplasmic fractions often failed to find differences in response to ageing or diet 457
and exercise interventions. If the small number of top-ranking ATR proteins are unaffected by the 458
intervention this will overshadow potentially important responses by proteins that rank lower in ATR 459
but are nonetheless biologically important. 460
Because FTR data do not consider the different abundances or molecular weights of the proteins 461
studied, data expressed in MTR or ATR units may be more appropriate for investigating the 462
stoichiometry amongst subunits of multi -protein complexes. Consistent with studies in yeast [35], we 463
report the half -life of 26S proteasome subunits is shorter than that of most respiratory chain subunits. 464
However, the relative abundance of respiratory chain complexes is greater than the proteasome. The 465
mitochondrial respiratory chain comprises five multi -protein complexes and the relative combination 466
and organisation of each complex influences mitochondrial super complex formation [36], and is crucial 467
for subunit -complex stability [37]. The stoichiometry amongst subunits may be adaptable, for example 468
differences in physical activity levels [20] and exercise training [38] are associated with different 469
abundance profiles of respiratory chain protein subunits. ATP -synthase (respiratory chain Complex V) 470
is responsible ATP resynthesis [39], and defects in ATP-synthase structure are associated with diseases 471
and ageing [40], whereas the beta subunit of ATP -synthase is particularly responsive to exercise [41]. 472
We quantified the ABD of individual proteins constituting the ATP -synthase complex to investigate the 473
stoichiometry amongst its subunits and their synthesis rates in human muscle in vivo . Data were 474
normalised to ATPG, which constitutes the singular central stalk (gamma subunit) of each ATP synthase 475
multiprotein complex. A stoichiometry of 1:9:12 was found between ATPG: ATPA and ATPB abundance, 476
which differs from human mitochondrial DNA models in yeast [42] that report ATP -synthase contains 3 477
subunits each of ATPA and ATPB for every 1 subunit of ATPG. The greater ratio of ATPA and ATPB 478
subunits in human muscle in vivo may indicate a pool of subunits that are not assembled into mature 479
complexes. This could either present a burden to proteostasis mechanisms, including transport systems 480
of the inner and outer mitochondrial membranes, or represent a beneficial, ready source of 481
replacement subunits that helps to maintain the quality of the multiprotein complex. The FTR of ATP 482
synthase subunits was similar when normalised relative to the FTR of ATPG, but the relative relationship 483
between subunits was different (Figure 9) when data were expressed in MTR units. While our current 484
data can be used for within -sample comparisons of FTR, MTR and ATR data, further work is required to 485
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investigate the stoichiometry of ATP -synthase subunits using purified subcomplexes or mitochondria -486
enriched fractions. Notably, our current data from the soluble protein fractions, which encompasses 487
both cytosolic and mitochondrial compartments cannot distinguish complexes from individual subunits 488
or the potential different cellular locations of proteins. 489
Theoretically, the turnover rate of a protein may be dictated by both its intrinsic properties, including 490
sequence elements and physiochemical properties, and by extrinsic factors, including the cell 491
environment and regulatory processes acting on protein translation and degradation. In HeLa cells, 492
highly abundant proteins have slower than average synthesis rates than low abundant proteins [43] 493
and in our data (Figure 5A) FTR tended to be inversely related (r -0.082) to protein abundance . In yeast, 494
the intrinsic properties of proteins, including physiochemical properties, linear sequence motifs, 495
biological function and mRNA half -life, provide some predictive relationship with protein turnover 496
under stable culture conditions [35]. N-terminal linear sequence motifs have been associated with high - 497
and low -turnover rate proteins but we report no relationship between N -terminal sequence and 498
protein half -life (Figure 5J), which is consistent with earlier studies using sequence information from 499
protein databases [7, 43], or empirically determined sequences of N -terminal peptides using tandem 500
mass spectrometry [44]. We also found the intrinsic properties of a protein such as their predicted 501
molecular weight (MW) and isoelectric point (p I) have little to no relationship with protein turnover 502
rates in vivo reported in FTR units (Figure 5), which is consistent with studies in human cells in vitro [7, 503
43]. When studied using 2 -dimensional gel electrophoresis, the majority of human muscle proteins 504
resolve as multiple proteoforms [45], which cannot be distinguished in LC -MS/MS analyses of tryptic 505
peptide digests used here and in previous studies [7, 43]. In particular, proteoforms with different post -506
translational modifications may exhibit marked differences in p I from their predicted values and this 507
may contribute to the lack of association between FTR and predicted p I in the current data. However, 508
in rat soleus [46], proteoforms of creatine kinase share similar turnover rates, whereas the turnover 509
rate differed between the 2 proteoforms of albumin studied. 510
The half-life of proteins is shorter in vitro compared to studies on intact tissue in vivo [9]. In addition, 511
the influence of extrinsic factors on the turnover of proteins may be more prominent in vivo than in 512
vitro, even when studied, as here, under steadystate conditions. In rats the turnover rate of a particular 513
protein in vivo is not always consistent across different muscles from an individual animal [46]. For 514
example, the FTR of the primary proteoform of the blood protein, albumin, is similar (range 4.8 %/d – 515
6.3 %/d) regardless of whether the data is extracted from samples of heart, diaphragm, soleus or 516
extensor digitorum longus. In contrast, the FTR of the cardiac/ slow muscle myosin essential light chain 517
(MYL3) is 7.4 %/d in EDL, 10.7 %/d in diaphragm and 6.4 %/d in heart [46]. Moreover, the rank order of 518
protein turnover rates is not consistent amongst different muscles [46] and the turnover rate of a 519
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protein can change in response to environmental stimuli, including muscle contraction and exercise 520
training [2, 33]. Therefore, attempts to predict protein turnover in vivo from the intrinsic properties of 521
the protein seem unlikely to be rewarding. 522
Conclusion
523
In summary, the units chosen for reporting protein turnover data affect the biological interpretation of 524
dynamic proteome profiling studies. MTR data is preferred over FTR, particularly for studies on 525
multiprotein complexes, wherein MTR takes account of potential differences amongst the molecular 526
weight of the component subunits. ATR data may be preferred over MTR and FTR, particularly when 527
the aim is to compare between samples that may exhibit different abundance profiles. Protein 528
abundance and other physiochemical characteristics do not predict FTR. Therefore, co -analysis of the 529
abundance and synthesis rates of proteins in human muscle is required for correct insight and 530
interpretation. 531
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Author Contributions: Conceptualization, P.J.L. and J.G.B.; methodology, J.S.B., S.B., J.P., J.A.S., G.L.C. 532
and J.G.B; formal analysis, B.N.S., J.S.B., S.B., C.A.S., J.P. and J.B.L.; investigation, S.O.S., J.A.S., J.B.L., 533
G.L.C. and P.J.L; resources, G.L.C and J.G.B.; data curation, C.A.S and J.G.B. ; writing —original draft 534
preparation, B.N.S., C.A.S. and J.G.B; writing —review and editing, J.S.B. S.B. J.P., S.O.S., J.A.S., J.B.L., 535
G.L.C., and P.J.L.; visualization, B.N.S and C.A.S.; supervision, J.P., S.O.S., J.A.S., J.B.L. and J.G.B.; project 536
administration, J.G.B.; funding acquisition, G.L.C., P.L.J. and J.G.B. All authors have read and agreed to 537
the published version of the manuscript. 538
Funding: This research received no external funding 539
Institutional Review Board Statement: The study was approved by the Liverpool John Moores School 540
of Sport and Exercise Science Research Committee (M18SPS006) and conformed with the Declaration 541
of Helsinki, except registration in a publicly accessible database. 542
Informed Consent Statement: Informed consent was obtained from all subjects involved in the study. 543
Data Availability Statement: The data presented in this study are available in Suppl Table S1 and the 544
raw mass spectrometry files are deposited in ProteomeXchange, PXD046509. 545
Conflicts of Interest: The authors declare no conflict of interest. 546
547
548
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659
660
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Table 1 – Participant characteristics 661
X Y Z
Age (y) 21 22 22
Height (m) 1.79 1.77 1.78
Weight (kg) 72.20 69.10 79.70
BMI (kg/m2) 23.50 21.10 25.30
V̇ O2 peak (L/min) 3.59 3.79 4.27
V̇ O2 peak (ml/kg/min) 49.9 54.8 53.6
Peak Power Output (W) 280 280 340
662
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Figure Legends 663
Figure 1 – Experiment design 664
Visual schematic of the experimental design employed in the current study. Performance measures and 665
biometric data (outlined in Table 1) were collected 3 days prior to the study commencement. Blood 666
and saliva were collected on days 0, 4, 8 and 12, to calculate D2O precursor enrichment. Fifty millilitres 667
of 99.8 % D2O was consumed by all participants 4x per day for the first 6 days. This dose was lowered 668
to 2x per day for days 6 – 12. Vastus lateralis biopsies were taken on day 8 and day 12 of the 669
experimental period. Diet and physical activity monitoring were conducted throughout the 670
experimental period (day 0 -12). 671
Figure 2 – Proteome profiling of human vastus lateralis muscle in vivo. 672
Proteins were extracted from the vastus lateralis of humans and turnover rates for 935 proteins were 673
quantified in at least one participant. (A) Log10 transformed distribution plot, of proteins ranked by 674
ATR (ng/μg/d). Proteins of interest are labelled using their UniProt ID. (B) Linear regression of within -675
subject protein abundance data at day 8 and day 12. Panels C -F report the 5 most significant enriched 676
GO Biological Processes amongst the top -ranking proteins contained within the upper quartile when 677
the protein dataset was ranked by either (C) abundance, (D) fractional, (E) molar or (F) absolute 678
turnover rate. 679
Figure 3 – Turnover rates of muscle sarcomeric proteins 680
Box plots representing the MyHC profile of the vastus lateralis are displayed for abundance (A), FTR (B), 681
MTR (C) and ATR (D) measurements (N = 3). *Significant (P ≤ 0.05) differences between proteins 682
determined by ANOVA and TUKEY’s HSD. Panel E is a visual representation of the skeletal muscle 683
sarcomere with major proteins labelled. Protein abundance (F), FTR (G), MTR (H) and ATR (I) 684
measurements for sarcomeric proteins detected in the insoluble fraction (N = 2 -3) are presented as 685
individual points. Bars represent mean values ± SE. All proteins are labelled using their UniProt ID. 686
687
Figure 4 – Proteomic profiling of metabolic enzyme pathways 688
Individual protein abundance (ABD) turnover rates in fractional (FTR), mole (MTR) and absolute (ATR) 689
units for proteins involved in fatty acid oxidation, glycolysis and the TCA cycle are reported Data are 690
mean ± SD from n = 2-3 participants except for CPT2, which was measure in 1 participant only. Common 691
names of proteins are labelled in coloured boxes, with adjacent boxes labelled using UniProt protein 692
IDs. 693
.CC-BY-NC-ND 4.0 International licenseperpetuity. It is made available under a
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Figure 5 – Predictors of Protein Turnover Rates 694
(A-I) Each turnover measurement was correlated (Pearson’s) with protein abundance, MW, and P I to 695
attempt to predict the turnover of individual proteins. (J) Bland Altman plot of the top 50 proteins with 696
the shortest (blue) and longest (red) protein t 1/2 values against the predicted protein t 1/2 values 697
calculated using the N end rule of degradation. (K -L) P weighted Kullback -Leibler logos of the top 698
quartile (K) and bottom (L) quartile of proteins ranked by t 1/2. 699
Figure 6 – Proteomic profiling of multiprotein complexes in humans in vivo 700
Representative box plots of the ABD (A), FTR (B), MTR (C) and ATR (D) for proteins identified within 701
each of the mitochondrial respiratory chain complexes (I -V) and the 26S proteasome. Individual dots 702
represent mean values (n = 2 -3 participants) for each protein within each multiprotein complex (MPC). 703
Outliers are highlighted in red and median values for the corresponding MPC are indicated by solid 704
black lines within the box plot. * Indicate complexes that are significantly different from one another 705
as determined by ANOVA and Tukey’s HSD (P ≤ 0.05). 706
Figure 7 – Proteomic profiling of individual subunits of the 26S Proteasome 707
Proteomic data were extracted for individual proteins contained within the 26S proteasome ( n = 2-3 708
participants). ABD (A), FTR (B), MTR (C) and ATR (D) measurements are reported. Bars and error -bars 709
represent mean ± SD, respectively. Points represent values for individual participants . 710
Figure 8 – Subunit stoichiometry of mitochondrial respiratory chain Complex V - ATP 711
Synthase, and relationship between protein turnover and protein abundance. 712
(A) Predicted vs measured abundance values of subunits with known stochiometric ratios in humans 713
normalized to the γ-subunit (ATPG), which forms the central stalk of ATP synthase. The stoichiometry 714
for all quantified subunits in the data set are reported for ABD (B), FTR (C), MTR (D) and ATR (E). Protein 715
measurements are normalised to the regulatory subunit ATPG. Measurements of ATPG are represented 716
by red lines and dashed lines represent 0.5x 2x and 3x the reported value of ATPG. Linear regression 717
between the abundance of subunits of ATP synthase and turnover rates in (F) fractional, (G) molar and 718
(H) absolute units. 719
720
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Figure 1 721
722
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Figure 2 724
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Figure 3 726
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Figure 4 728
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Figure 5 730
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Figure 6 733
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Figure 7 736
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Figure 8 739
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