Allometric scaling for left ventricular mass and geometry in male and female athletes of mixed and endurance sports

Abstract

Background

The athlete’s heart (AH) defines the phenotypical changes that occur in response to chronic exercise training. Echocardiographic assessment of the AH is used to calculate LV mass (LVM) and determine chamber geometry. This is, however, interpreted using standard linear (ratiometric) scaling to body surface area (BSA) whereas allometric scaling is now widely recommended. This study (1) determined whether ratiometric scaling of LVM to BSA (LVMi^ratio) provides a size-independent index in young and veteran athletes of mixed and endurance sports (MES), and (2) calculated size-independent beta exponents for allometrically derived (LVMi^allo) to BSA and (3) describes the physiological range of LVMi^allo and the classifications of LV geometry.

Methods

1373 MES athletes consisting of young (< 35 years old) (males n = 699 and females n = 127) and veteran (> 35 years old) (males n = 327 and females n = 220) were included in the study. LVMi^ratio was calculated as per standard scaling and sex-specific LVMi^allo were derived from the population. Cut-offs were defined and geometry was classified according to the new exponents and relative wall thickness.

Results

LVMi^ratio did not produce a size independent index. When tested across the age range the following indexes LVMi/BSA^0.7663 and LVMi/BSA^0.52, for males and females respectively, were size independent (r = 0.012; P = 0.7 and r = 0.003; P = 0.920). Physiological cut-offs for LVMi^allo were 135 g/(m²)^0.7663 in male athletes and 121 g/(m²)^0.52 in female athletes. Concentric remodelling / hypertrophy was present in 3% and 0% of young male and female athletes and 24% and 17% of veteran male and female athletes, respectively. Eccentric hypertrophy was observed in 8% and 6% of young male and female athletes and 9% and 11% of veteran male and female athletes, respectively.

Conclusion

In a large cohort of young and veteran male and female MES athletes, LVMi^ratio to BSA is not size independent. Sex-specific LVMi^allo to BSA with LVMi/BSA^0.77 and LVMi/BSA^0.52 for male and female athletes respectively can be applied across the age-range. Population-based cut-offs of LVMi^allo provided a physiological range demonstrating a predominance for normal geometry in all athlete groups with a greater percentage of concentric remodelling/hypertrophy occurring in veteran male and female athletes.

Background

The ‘Athletes Heart’ refers to the electrical, structural and functional cardiac changes that occur in response to chronic exercise training [1]. The magnitude and type of adaptation is dependent on factors including gender, ethnicity, sporting discipline, age, body size and type and training status [2]. Notable changes occur in the left ventricle (LV) with the greatest adaptation seen in athletes of high cardio-respiratory fitness i.e. those involved in mixed or endurance sports (MES) [3, 4]. Studies that have assessed young MES athletes (< 35 years old) compared to non-athletes, have demonstrated changes in LV geometry based on increased wall thicknesses and cavity size and concomitant elevation in LV mass (LVM) [5]. Although there is a predominance for normal geometry or eccentric hypertrophy [6], concentric remodelling/hypertrophy (increased wall thickness with normal cavity size) has been reported in up to 12% of young athletes [7].

Our interest in the veteran athlete (> 35 years old) has increased significantly due to older individuals having greater participation in structured MES alongside reported evidence of potential exercise-induced cardiac maladaptation [8]. That aside, the direct impact of life-long exercise training on LV geometry in the veteran athlete’s heart has not been fully reported. Moreso our understanding of the female heart in young and veteran athletes is less clear with few studies focusing on sex-differences of LV structure [9, 10] and although there is some evidence to suggest less adaptation in female compared to male MES athletes [7, 11] the nature and absolute magnitude of change still needs to be elucidated.

These proposed physiological adaptations can prove challenging for clinicians when an athlete undergoes pre-participation screening as these changes can often mirror pathological adaptation [12]. Echocardiography plays a fundamental role in the assessment of LV structure and function in the athlete and is specifically aimed at providing an estimation of chamber geometry. This is based on the calculation of LV mass indexed (LVMi) to body size alongside the calculation of relative wall thickness (RWT) [13]. Scaling of LVM to body surface area (BSA) is most commonly undertaken in a linear form, termed ratiometric scaling, in which the LVM is simply divided by BSA [14]. This form of scaling assumes there is a linear, proportional relationship between LVM and BSA, however in reality very few physiological variables are related to body size in this linear fashion [15] and therefore scaling of this type remains body size dependent. In fact, most biological relationships are allometric in nature and therefore based on this there is concern that LVMi using standard ratiometric scaling to BSA may provide inaccurate information, potentially providing false positive results causing anxiety and wasted resources in onward investigations, or false negative results that can inadvertently put an athlete at risk [16].

In view of this, it is pertinent to explore whether the current ratiometric methodology for deriving LVMi in a young and veteran MES athlete population is appropriate and if an allometric scaling approach is advantageous. In view of this, the aims of the current study are based on a large population of young and veteran male and female MES athletes and are three-fold, 1: to establish whether LVMi scaled ratiometrically to BSA (LVMi^ratio) is independent of body size; 2: to determine size-independent (if appropriate age and sex specific) beta exponents for allometrically derived (LVMi^allo) and 3: to determine the physiological range and subsequent classification of geometry.

Methods

Study population and design

One thousand three hundred and seventy three athletes aged 35 ± 17 (13 to 86) years from both mixed and endurance sports, provided written informed consent to participate in the study. This sample consisted of both males (n = 1026) and females (n = 347) of any ethnic background. Athletes were sub-divided into young (< 35 years old) (males n = 699 and females n = 127) and veteran (> 35 years old) (males n = 327 and females n = 220). For the purposes of this study an MES athlete was defined as an individual who was involved in competitive sport within a mixed or endurance discipline [5] of > 3 h structured exercise per week. Data were collected either as part of the mandatory pre-participation cardiac screening or as part of a structured research study, with athletes completing a health screening questionnaire to detail any cardiovascular symptoms, family history of SCD or other cardiovascular history as well as undertaking a resting 12-lead ECG and transthoracic echocardiogram. All results were reported by a sports cardiologist with clinical referrals made for any individuals who required further cardiac investigation and were subsequently excluded from the study. Ethics approval was obtained from the ethics committee of Liverpool John Moores University or St Georges University Hospital London.

Procedures

Anthropometry

All participants underwent anthropometric assessment prior to cardiac screening. Body mass (Seca217, Hannover, Germany) and height (Seca Supra 719, Hannover, Germany) were recorded and body surface area (BSA) was calculated via the Mosteller equation, as previously described [17].

Echocardiography

A standard echocardiogram was performed by British Society of Echocardiography (BSE) accredited experienced sonographers using commercially available ultrasound systems (Vivid Q or Vivid E95, GE Healthcare, Horten, Norway) with a 1.5–4 MHz phased array transducer, with the participant lying in the left lateral decubitus position. All images were attained in accordance with the BSE guidelines [18]. Images were stored as a raw digital imaging and communications in medicine (DICOM) format and exported to an offline analysis system (EchoPac version 203, GE Healthcare, Horton, Norway) for subsequent analysis.

The parasternal long axis view was used to measure LV linear dimensions. The ventricular septum (IVSd), LV cavity (LVd) and posterior wall (PWd) were measured at end diastole from the 2D images and RWT was calculated using the formula {(IVSd + PWd)/LVd}. LV mass was ascertained using the ASE corrected equation (0.8 · 1.04 · {(IVS + LVID + PWT)³ − LVID³} + 0.6 g) [19]. LVMi was initially scaled ratiometrically to BSA (LVM^ratio).

Allometric scaling and statistical analysis

In order to assess the first aim, we plotted LVMi^ratio to BSA for all athletes and used a Pearsons Correlation to determine size independence. Where the correlation was significant, we proceeded to address the second aim of the study by establishing body size-independent indices for LVM. Here we adopted a sample-specific allometric exponent for the relationship between LVM and BSA using an iterative, nonlinear protocol of the order y = a:x^b. Once determined for the whole population we assessed age and sex as covariates within the model y = a:xb * exp(C * age) and y = a:xb * exp(C * sex) providing a coefficient C for each model. Where C was virtually 0 it was considered feasible to apply the same b exponent to all athletes across the age range or for males and females. If C was different to 0 we repeated the standard non-linear protocol to determine age or sex specific b exponents. Size independence for the new LVMi^allo was established in the same ways as described above i.e. for each group by running a Pearsons correlation of LVMi^allo to BSA.

Once size independent b exponents had been established we sought the final aim of the study by obtaining a definition of hypertrophy for allometrically scaled LVMi^allo. The LVMi^ratio and LVMi^allo were plotted as x and y variables respectively for young and veteran males and females respectively. A polynomial equation was used to establish the relationship of the order y = mx² + mx + c. The polynomial equation was then used to determine the LVMi^allo equivalent of LVMi^ratio at 115 g/m² for males and 95 g/m² for females [19]. Geometry was determined using this allometric scaled mass cut-off alongside the RWT of 0.42.

Absolute values were presented as mean ± SD with cut-off values for derived LVMi^allo defined as two standard deviations either side of the mean. Assessment of normal distribution was undertaken using a Kolomogorov Smirnov test and parameters that were normally distributed were compared using an independent t-test (non-parametric equivalent for non-normally distributed data) to establish differences between young and veteran and/or male and female athletes. A one-way samples ANOVA was used to establish differences between athlete demographics.

Results

Participant demographics

Athlete demographics are presented in Table 1. As determined by selection, veteran athletes were significantly older than young athletes (P < 0.0001). There was no significant difference between the age of young males and females however female veteran athletes were significantly older than male veteran athletes (P = 0.0125). Young males were taller and heavier (P < 0.0001) than all athlete groups whilst veteran males were taller and heavier than all female athletes (P < 0.0001). Young female athletes were heavier than veteran female athletes (P = 0.031). Young male athletes had significantly greater training hours per week than veteran male athletes and young and veteran female athletes (P < 0.0001). Young female athletes had significantly higher training hours per week than both veteran male and female athletes (P < 0.0001). As expected, veteran athletes had significantly greater training duration years compared to young athletes (P < 0.0001) and female veteran athletes had greater training years compared to male veteran athletes (P = 0.024). All athlete groups were predominantly of white Caucasian ethnicity (see Fig. 1).

Table 1.

Participant Demographics

Parameter	All athletes (n = 1373)	Young male athletes	Veteran male athletes	Young female athletes	Veteran female athletes
Age (years)	35 ± 17	22 ± 5	53 ± 8^+	22 ± 4	55 ± 7*”#
Height (cm)	176 ± 9	180 ± 7º^”	178 ± 7+#	166 ± 6	167 ± 6
Weight (kg)	74 ± 14	80 ± 14º^”	74 ± 9+#	64 ± 8*	60 ± 8
BSA (m2)	1.90 ± 0.21	2.0 ± 0.20º^”	1.91 ± 0.14+#	1.72 ± 0.12*	1.66 ± 0.12
Training (hrs per week)	14 ± 8	18 ± 8^”º	9 ± 3	14 ± 5*+	9 ± 3
Training Duration (years)	23 ± 15	14 ± 12	30 ± 14^+	13 ± 4	33 ± 12*”#

^*Denotes significance < 0.05 between Young Females and Veteran Females

^Denotes significance < 0.05 between Young Males and Veteran Males

+Denotes significance < 0.05 between Young Females and Veteran Males

^”Denotes significance < 0.05 between Young Males and Veteran Females

^ºDenotes significance < 0.05 between Young Males and Young Females

^#Denotes significance < 0.05 between Veteran Males and Veteran Females

Fig. 1.

Athlete Ethnicity

Allometric scaling

Starting with the full athlete cohort and following ratiometric scaling of LVM to BSA (LVMi^ratio) a significant correlation remained to BSA (r = 0.282; P = 0.0004) suggesting that size independence was not achieved with the standard approach. A non-linear b exponent of the order y = a:x^b was obtained for LVMi^allo (b = 1.135) which was size independent (r = 0.032; P =  > 0.05). Following testing with age and sex as co-variates the exponent was consistent across age range (C = 0.01) but not applicable to males and females (C = 0.202). Separate b exponents were therefore calculated for males (b = 0.7663) and females (b = 0.52) which when tested across the age range (LVMi/BSA^0.7663 and LVMi/BSA^0.52 for males and females respectively), were size independent (r = 0.012; P = 0.7 and r = 0.003; P = 0.920) (see Fig. 2).

Fig. 2.

Non-linear regression of the order y = a:x^b for LVM and BSA for male and female athletes

Cut-off values for LVM, LVMi^allo and RWT are presented for young and veteran male and female athletes in Table 2. LVM and LVMi^allo were not significantly different between young and veteran males whilst RWT was significantly greater in veteran males (P < 0.0001). Absolute LVM was not different between young and veteran female athletes however indexed LVMi^allo and RWT were larger in veteran female athletes (P = 0.0006, P = 0071, P < 0.0001 respectively). RWT was significantly lower in young and veteran female athletes compared to their male counterparts (P < 0.0001 and P = 0.0096 respectively).

Table 2.

Cut-off values for absolute LVM, allometrically scaled LVMi and RWT in young and veteran male and female athletes

Parameter	All male (n = 1026) Mean ± 2SD (lower–upper)	Young male (n = 699) Mean ± 2SD (lower–upper)	Veteran male (n = 327) Mean ± 2SD (lower–upper)	P value (young male vs veteran male)	All female (n = 347) mean ± 2SD (lower–upper)	Young female (n = 127) Mean ± 2SD (lower–upper)	Veteran female (n = 220) Mean ± 2SD (lower–upper)	P value (young female vs veteran female)
LVM (g)	176 ± 40 (96–256)	178 ± 38 (102–254)	174 ± 42 (90–258)	0.1498	129 ± 29 (70–187)	125 ± 23 (79–171)	131 ± 32 (67–195)	0.0699
LVMiallo (g/(m2)0.7663)	105 ± 23 (59–151)	104 ± 21 (62–146)	106 ± 26 (54–158)	0.3088	–	–	–	–
LVMiallo (g/(m2)0.52)	–	–	–	–	98 ± 22 (54–142)	94 ± 16 (62–126)	100 ± 25 (50–150)	0.0071
RWT	0.35 ± 0.06 (0.23–0.47)	0.33 ± 0.04 (0.25–0.41)	0.38 ± 0.07 (0.24–0.52)	< 0.0001*	0.34 ± 0.06 (0.22–0.46)	0.31 ± 0.04 (0.23–0.39)^	0.37 ± 0.06 (0.25–0.49)#	< 0.0001

^{^}denotes P < 0.0001 males vs females

^#denotes P = 0.0096 males vs females

Left ventricular geometry

The polynomial relationship between LVMi^ratio and LVMi^allo was Y = − 0.0008² + 1.3173x − 5.9165 and Y = − 0.0006x² + 1.3436x − 1.14 for male and female athletes respectively. These equations allowed the equivalent cut-off for LVMi^ratio = 115 g/m² of LVMi^allo = 135 g/(m²)^0.7663) in male athletes and LVMi^ratio = 95 g/m² of LVMi^allo = 121 g/(m²)^0.52) in female athletes. The following geometry classifications were defined:

Normal Geometry male athletes LVMi^allo < 135 g/(m²)^0.7663) and RWT ≤ 0.42; female athletes LVMi^allo < 121 g/(m²)^0.52) and RWT ≤ 0.42, Concentric Remodelling male athletes LVMi^allo < 135 g/(m²)^0.7663) and RWT > 0.42; female athletes LVMi^allo < 121 g/(m²)^0.52) and RWT > 0.42, Concentric Hypertrophy male athletes LVMi^allo > 135 g/(m²)^0.7663) and RWT > 0.42; female athletes LVMi^allo > 121 g/(m²)^0.52) and RWT > 0.42 and Eccentric Hypertrophy male athletes LVMi^allo > 135 g/(m²)^0.7663) and RWT ≤ 0.42; female athletes > 121 g/(m²)^0.52) and RWT ≤ 0.42.

Figure 3 highlights the distribution of LV geometry for all, young and veteran male and female athletes. There was a lack of overlap of concentric remodelling or hypertrophy within the ‘physiological range’ for young athletes however it was present for veteran athletes with a significant proportion of the ‘physiological range’ being attributed to this type of geometry. Eccentric hypertrophy encompasses the ‘physiological range’ in young male athletes but not young female athletes whereas it was present in both male and female veteran athletes. The absolute percentages for specific geometry are presented in Table 3 and Fig. 4 highlighting the greater % of concentric remodelling and hypertrophy in the veteran athletes.

Fig. 3.

Allometrically scaled LVMI^allo and RWT demonstrating distribution of LV geometry. The dashed blue lines highlight the cut-offs for ± 2SD for both parameters and therefore the central box refers to the ‘physiological range’. The dark red shaded area indicates concentric hypertrophy whilst the orange shaded area above the RWT cut-off indicates concentric remodelling and the orange shaded area to the right of the LVMi^allo cut-off indicates eccentric hypertrophy

Table 3.

Classification of LV geometry based on new LVM/BSA^0.7663 and LVM/BSA^0.52 criteria

Classification	All male athletes n (%)	Young male athletes n (%)	Veteran male athletes n (%)	All female athletes n (%)	Young female athletes n (%)	Veteran female athletes n (%)
Normal Geometry	844 (82.6)	624 (89.3)	220 (67.2)	277 (79.8)	119 (93.7)	158 (71.8)
Concentric Remodelling	79 (7.7)	17 (2.4)	62 (19.0)	25 (7.2)	0 (0)	25 (11.4)
Concentric Hypertrophy	18 (1.8)	2 (0.3)	16 (4.9)	13 (3.8)	0 (0)	13 (5.9)
Eccentric hypertrophy	85 (8.3)	56 (8.0)	29 (8.9)	32 (9.2)	8 (6.3)	24 (10.9)

Fig. 4.

Classification of LV geometry

Discussion

To the best of our knowledge this is the first study to assess a sex specific size-independent index of LV geometry in a large cohort of young and veteran male and female MES athletes. The main findings of this study are (1) standard ratiometric scaling of LVM to BSA does not produce a size independent index in MES athletes, (2) sex-specific allometric scaling of LVM to BSA, LVMi/BSA^0.77 and LVMi/BSA^0.52, were size independent across the age-range in male and female MES athletes, respectively, and (3) age and sex-based physiological cut-offs demonstrate a predominance for normal geometry in all athlete groups with a greater percentage of concentric remodelling/hypertrophy occurring in veteran male and female athletes.

Seminal work by Morganroth [20] demonstrated a dichotomous nature of LV adaptation with concentric hypertrophy in young strength trained athletes and eccentric hypertrophy in young endurance athletes. The concentric limb of this hypothesis has since been refuted based on our developing knowledge of the physiological cardiac stimuli of acute and chronic exposure to exercise training and the mixed nature of sporting disciplines [21]. Our data support a predominance for normal geometry in young male and female MES athletes alongside a small proportion presenting with eccentric hypertrophy (8% of both female and male athletes) and concentric remodelling and hypertrophy (0% and 3% of female and male athletes respectively). Mixed and endurance sporting disciplines are defined by their relative contribution of isometric and isotonic activity with ‘mixed’ being related to alternate phases of dynamic and static workload and ‘endurance’ with a high degree of both dynamic and static activity [5]. These types of athletes represent those with the greatest degree of cardiac adaptation [4] and hence our findings of predominantly normal geometry are important when understanding the magnitude of adaption. A recent meta-analysis explored the impact of endurance training on LVM, demonstrating greater values compared to non-athletic controls [22]. These data provide further insight alongside the data presented here, that although LVM increases with athletic training, eccentric and more so concentric geometrical adaptation is relatively rare in young MES athletes.

Previous work is less clear regarding LV adaptation in older MES athletes primarily due to the multifactorial nature of adaptation including the impact of age alongside life-long training stimuli and variable/habitual lifestyle choices [23]. There are data however demonstrating greater cavity size and wall thicknesses in veteran athletes compared to controls [11]. Closer scrutiny of their data also highlights higher RWT in female athletes versus controls. Our findings support this and highlight the similar prevalence of eccentric LVH compared to younger athletes (8% and 11% in males and female older MES athletes respectively) but, importantly, more concentric hypertrophy/remodelling (24% and 17% in male and female MES athletes respectively). Concentric adaptation is a mechanism that occurs in response to an elevated afterload stimuli [24] and previous studies have highlighted an exaggerated blood pressure response to exercise as a major contributor to this type of adaptation [25]. Although we didn’t report blood pressure response to exercise in this study it could be speculated that a lifelong exposure to a subtle or marked hypertensive response during exercise could manifest later in an athlete’s career/life. Previous work has demonstrated that veteran MES athletes have superior diastolic function compared to non-active controls [26]. This may suggest that although there is concentric remodelling in these athletes, the nature of exercise training ensures that this adaptation remains physiological. Concentric remodelling as a natural ageing phenomenon in normotensive individuals has also been reported [27], and although greater concentric remodelling has been evidenced in veteran athletes compared to controls the sample sizes are relatively small [11]. It is apparent that larger longitudinal studies are required to determine the magnitude of concentric LV adaptation in older populations and specifically the impact of MES training on its development.

Echocardiography is invaluable in highlighting cardiac adaptation with measurements of LVM and RWT being fundamental in the assessment of athletic LV geometry [13]. The developed physiological ranges in this study are important to further direct the interpretation of this data and to support geometrical classifications. It is well established that scaling LVM for body size is important across populations [14] but more so in an athletic population in the presence of extremes of anthropometry and increased muscle mass. Our data highlights the need to develop physiological ranges based on an allometric approach and emphasises the limitations of standard ratiometric (linear) scaling. This is not a surprising finding based on the biological and scientific principles of geometric similarity [15] but it is at odds with current recommendations from echocardiographic professional bodies [28] where ratiometric scaling of LVM to BSA is advocated. Our findings are supported by other studies that have highlighted the importance of allometric scaling in athletes. Giraldeau et al. presented a collegiate athlete population and demonstrated that sex differences in absolute and ratiometrically scaled LVM were eliminated when allometrically scaled to lean body mass [29]. Whilst in a cohort of 464 junior athletes, it was found that size independence of LVM was achieved by scaling allometrically to BSA but with a different exponent (b = 1.5) than derived from our data [30]. This may be related to the wide-age range of our population, reflecting the interaction of both age and athletic adaptation on LVM. We also present different geometry between young and veteran athletes and therefore the different derived exponents likely encompass this structural variance. This further highlights the importance in deriving a population based exponent and although we found that a common exponent could be used across the age range it was not interchangeable between males and females. The exponents for male and female athletes were approximately 0.8 and 0.5 respectively and although the values are relatively similar, size independence was not achieved when using a common value. This has implications related to our physiological understanding of sex on the athlete’s heart suggesting that the association between LV remodelling and body size in an athletic population is different between males and females. It has been documented that the rate and magnitude of adaptation in LVM [22] and body composition [31] in response to endurance training differ between males and females. These differences have been related to both testosterone [32] and oestrogen levels with data on post-menopausal women being insightful highlighting increased LVM compared to pre-menopause [33]. In addition, it has been suggested that male athletes have a higher exercise related systolic blood pressure and therefore a potential subsequent impact on LV adaptation [34].

Clinical implications

This study highlights the nature of LVM adaptation across the age-range in male and female MES athletes and the data informs us of an expected physiological range. This is important when interpreting echocardiography in the pre-participation screening environment when attempting to differentiate physiological from pathological adaptation and we advocate the equivalent cut-off for LVMi^ratio = 115 g/m² of LVMi^allo = 135 g/(m²)^0.7663) in male athletes and LVMi^ratio = 95 g/m² of LVMi^allo = 121 g/(m²)^0.52) in female athletes. The use of the allometric scaling exponents developed here refine the size independence of LVMi and improve the accuracy of the measurement when comparing across cohorts. A major challenge to clinical translation is often the cumbersome nature of employing an exponent and then being able to interpret the results. These data provide a starting point and a substrate for the use of advancing technology in large datasets as well as integrating web-based apps to facilitate their translation. It is also essential that these population-based exponents are reidentified and further tested to enable them to be applied in the research and clinical sports cardiology setting with confidence.

Limitations

Although this is a large dataset we had fewer female athletes, a lack of pure resistance trained individuals and our population was not ethnically diverse. We would have liked to explore any derived exponents taking into account other demographics, however this was not feasible in this population but should be a consideration for future work. Echocardiographic assessment of LVM has inherent limitations and we acknowledge that the validity of this measurement is debateable when using it to characterise hypertrophy. The current study used equivalent LVMi^allo to determine geometry but as these were derived from the established ratiometric cut-offs the allocation of geometry is not different between approaches. That aside, These data highlight the distribution of geometry within the allometrically derived physiological range which would not have been possible had we provided ratiometric values. Further work is required to fully elucidate the extent of geometry using allometrically scaled LVMi and requires validation in future cohorts. As it is standard clinical practice to use LVMi derived geometry, it is therefore important to attempt to define athletic normality using this method.

Conclusion

In conclusion, this study demonstrates that in a large cohort of young and veteran male and female MES athletes, standard ratiometric scaling of LVM to BSA does not produce a size independent index and we should consider applying sex-specific allometric scaling of LVM to BSA with LVMi/BSA^0.77 and LVMi/BSA^0.52 for male and female athletes respectively which can be applied across the age-range. Physiological equivalent cut-offs for LVMi^allo were produced and when using 135 g/(m²)^0.7663 in male athletes and 121 g/(m²)^0.52 in female athletes alongside standard values for RWT we demonstrate a predominance for normal geometry in all athlete groups with a greater percentage of concentric remodelling / hypertrophy occurring in veteran male and female athletes.

Author contributions

DO, GPW, KPG, SS and EP contributed to conception, design and acquisition whilst DO, DM RC, CJ, KPG and BM contributed to the analysis and interpretation. DO and DM drafted the manuscript. All authors critically revised the manuscript and gave final approval.

Funding

The authors have no funding to declare.

Availability of data and materials

The datasets generated and/or analysed during this study are not publicly available in order to protect privacy.

Declarations

Ethics approval and consent to participate

Ethical approval was granted from the ethics committee of Liverpool John Moores University and St Georges University of London.

Consent for publication

Not applicable.

Competing interests

The authors declare that they have no competing interests.