Body proportions explained

Body proportions is the study of artistic anatomy, which attempts to explore the relation of the elements of the human body to each other and to the whole. These ratios are used in depictions of the human figure and may become part of an artistic canon of body proportion within a culture. Academic art of the nineteenth century demanded close adherence to these reference metrics and some artists in the early twentieth century rejected those constraints and consciously mutated them.

Basics of human proportions

It is usually important in figure drawing to draw the human figure in proportion. Though there are subtle differences between individuals, human proportions fit within a fairly standard range though artists have historically tried to create idealised standards that have varied considerably over time, according to era and region. In modern figure drawing, the basic unit of measurement is the 'head', which is the distance from the top of the head to the chin. This unit of measurement is credited[1] to the Greek sculptor Polykleitos (fifth century BCE) and has long been used by artists to establish the proportions of the human figure. Ancient Egyptian art used a canon of proportion based on the "fist", measured across the knuckles, with 18 fists from the ground to the hairline on the forehead. This canon was already established by the Narmer Palette from about the 31st century BC, and remained in use until at least the conquest by Alexander the Great some 3,000 years later.[2]

One version of the proportions used in modern figure drawing is:[3]

Measurements

See main article: Outline of human anatomy. There are a number of important distances between reference points that an artist may measure and will observe:[4] These are the distance from floor to the patella; from the patella to the front iliac crest; the distance across the stomach between the iliac crests; the distances (which may differ according to pose) from the iliac crests to the suprasternal notch between the clavicles; and the distance from the notch to the bases of the ears (which again may differ according to the pose).

Some teachers deprecate mechanistic measurements and strongly advise the artist to learn to estimate proportion by eye alone.[5]

Ratios

Many text books of artistic anatomy advise that the head height be used as a yardstick for other lengths in the body: their ratios to it provide a consistent and credible structure.[6] Although the average person is 7 heads tall, the custom in Classical Greece (since Lysippos) and Renaissance art was to set the figure as eight heads tall: "the eight-heads-length figure seems by far the best; it gives dignity to the figure and also seems to be the most convenient." The half-way mark is a line between the greater trochanters, just above the pubic arch.

artist's conception of the ideal waisthip ratio has varied down the ages, but for female figures "over the 2,500-year period the average WHR never exited 'the fertile range' (from 0.67 to 0.80)."[13] The Venus de Milo (130100BCE) has a WHR of 0.76; in Anthony van Dyck's Venus Asks Vulcan to Cast Arms for Her Son Aeneas (1630), Venus's estimated WHR is 0.8; and Jean-Léon Gérôme's Birth of Venus (1890) has an estimated WHR of 0.66.

Body proportions in history

The earliest known representations of female figures date from 23,000 to 25,000 years ago.[14] Models of the human head (such as the Venus of Brassempouy) are rare in Paleolithic art: most are like the Venus of Willendorf bodies with vestigial head and limbs, noted for their very high waist:hip ratio of 1:1 or more. It may be that the artists' "depictions of corpulent, middle-aged females were not 'Venuses' in any conventional sense. They may, instead, have symbolized the hope for survival and longevity, within well-nourished and reproductively successful communities."

The ancient Greek sculptor Polykleitos (c.450–420 BCE), known for his ideally proportioned bronze Doryphoros, wrote an influential Canon (now lost) describing the proportions to be followed in sculpture.[15] The Canon applies the basic mathematical concepts of Greek geometry, such as the ratio, proportion, and symmetria (Greek for "harmonious proportions") creating a system capable of describing the human form through a series of continuous geometric progressions.[16] Polykleitos may have used the distal phalanx of the little finger as the basic module for determining the proportions of the human body, scaling this length up repeatedly by to obtain the ideal size of the other phalanges, the hand, forearm, and upper arm in turn.[17]

Leonardo da Vinci believed that the ideal human proportions were determined by the harmonious proportions that he believed governed the universe, such that the ideal man would fit cleanly into a circle as depicted in his famed drawing of Vitruvian Man (c. 1492),[18] as described in a book by Vitruvius. Leonardo's commentary is about relative body proportions with comparisons of hand, foot, and other feature's lengths to other body parts more than to actual measurements.[19]

Golden ratio

It has been suggested that the ideal human figure has its navel at the golden ratio (

\phi

, about 1.618), dividing the body in the ratio of 0.618 to 0.382 (soles of feet to navel:navel to top of head) (is, about 0.618) and Leonardo da Vinci's Vitruvian Man is cited as evidence.[20] In reality, the navel of the Vitruvian Man divides the figure at 0.604 and nothing in the accompanying text mentions the golden ratio.

In his conjectural reconstruction of the Canon of Polykleitos, art historian Richard Tobin determined (about 1.4142) to be the important ratio between elements that the classical Greek sculptor had used.[21]

Bibliography

Further reading

External links

Notes and References

  1. Web site: Hercules: The influence of works by Lysippos . In the fourth century BCE, Lysippos drew up a canon of proportions for a more elongated figure that that defined by Polykleitos in the previous century. According to Lysippos, the height of the head should be one-eighth the height of the body, and not one-seventh, as Polykleitos recommended. . . Paris . 4 October 2020.
  2. Book: Smith . W. Stevenson . Simpson . William Kelly . The Art and Architecture of Ancient Egypt . 12–13, note 17 . 3rd . 1998 . Yale University Press . Penguin/Yale History of Art . 0-300-07747-5.
  3. Web site: Standard proportions of the human body . makingcomics.com. Larsen . Devin . January 19, 2014 . September 6, 2020.
  4. Book: Lantéri, Édouard . Modelling; a guide for teachers and students . 100–111 . Édouard Lantéri . 1903 . Chapman and Hall. London.
  5. Book: Ryder, Anthony . The Artist's Complete Guide to Figure Drawing . Using measurement . 53 to 65 . https://archive.org/stream/gottfriedbammesdernacktemensch_201911/Anthony%20Ryder%20-%20The%20Artist%27s%20Complete%20Guide%20to%20Figure%20Drawing.%20A%20Contemporary%20Perspective%20On%20the%20Classical%20Tradition#page/n53/mode/2up . 2000 . Watson-Gupthill . New York . 0-8230-0303-5.
  6. Book: Sheppard, Joseph . https://archive.org/details/Anatomy-A_Complete_Guide_for_Artists_Joseph_Sheppard/page/8/mode/2up . Anatomy A Complete Guide for Artists . Proportion . 7 to 13 . 1975 . Watson-Gupthill . New York . 0-8230-0218-7.
  7. Hughes . S. M. . Gallup . G. G. Jr. . 2003 . Sex differences in morphological predictors of sexual behavior: Shoulder to hip and waist to hip ratios. . Evolution and Human Behavior . 24 . 173–178 . 10.1016/S1090-5138(02)00149-6 . Male SHRs (M=1.18±0.071, range 1.03–1.40) significantly (t=10.41, P<.01) exceeded female SHRs (M=1.03±0.066, range 0.90–1.22). Here and subsequently, M signifies mean±standard deviation.. (These are head-on lateral widths, not circumferences.)
  8. Web site: Human Body Proportions . Ayvazyan . Stepan . drawingforall.net . 12 September 2020.
  9. The influence of leg-to-body ratio, arm-to-body ratio and intra-limb ratio on male human attractiveness . Versluys . Thomas M. M. . Robert A. . Foley . William J. . Skylark . Royal Society Open Science . The Royal Society Publishing . 16 May 2018. 5 . 5 . 171790 . 10.1098/rsos.171790 . 29892373 . 5990728 . 2018RSOS....571790V . 47018307 .
  10. Kiire . S. . Effect of Leg-to-Body Ratio on Body Shape Attractiveness . Archives of Sexual Behavior . 45 . 901–910 . 2016 . 4 . 10.1007/s10508-015-0635-9 . 26474977 . 40574546 .
  11. Growth and health . Leitch . I. . 1951 . British Journal of Nutrition . 5 . 1 . 142–51 . 10.1079/BJN19510017 . 14886531 . free .
  12. Proposing Using Waist-to-Height Ratio as the Initial Metric for Body Fat Assessment Standards in the U.S. Army . Military Medicine . 182 . Stephen A. . Bernstein . Michael . Lo . W. Sumner . Davis . 1 March 2017 . 304–309 . 10.7205/MILMED-D-16-00049 . 28291490 . 10 September 2020.
  13. Jeanne . Bovet . Michel . Raymond . Preferred Women's Waist-to-Hip Ratio Variation over the Last 2,500 Years . PLOS ONE . 17 April 2015 . 10 . 4 . e0123284 . 10.1371/journal.pone.0123284. 25886537. 4401783 . 2015PLoSO..1023284B . free . cited in News: Gleaning New Perspectives by Measuring Body Proportions in Art . The New York Times . Heyman . Stephen . May 27, 2015 . 10 September 2020 . https://web.archive.org/web/20211101074022/https://www.nytimes.com/2015/05/28/arts/international/gleaning-new-perspectives-by-measuring-body-proportions-in-art.html . 1 November 2021.
  14. Dixson . Alan F. . Barnaby J. . Dixson . Venus Figurines of the European Paleolithic: Symbols of Fertility or Attractiveness?. Journal of Anthropology . 2011 . 2011 . 1–11 . 10.1155/2011/569120 . free .
  15. Stewart . Andrew . Polykleitos of Argos," One Hundred Greek Sculptors: Their Careers and Extant Works . Journal of Hellenic Studies . November 1978 . 98 . 122–131 . 10.2307/630196. 630196 . 162410725 .
  16. Web site: Art: Doryphoros (Canon) . Art Through Time: A Global View . . 16 September 2020. Though we do not know the exact details of Polykleitos's formula, the end result, as manifested in the Doryphoros, was the perfect expression of what the Greeks called symmetria.
  17. Tobin . Richard . The Canon of Polykleitos . American Journal of Archaeology . 79 . 4 . October 1975 . 307–321 . 10.2307/503064. 503064 . 191362470 .
  18. Web site: Universal Leonardo: Leonardo Da Vinci Online Essays. 22 April 2010.
  19. Book: Richter, Jean Paul. The Notebooks of Leonardo da Vinci. registration. Dover. 1970. 978-0-486-22572-2. Reprint of original 1883. New York.
  20. Web site: Fibonacci Flim-Flam . Simanek . Donald E. . Lock Haven University of Pennsylvania . December 2015 . 13 September 2020 . Lockehaven.edu.
  21. Tobin. Richard . The Canon of Polykleitos . American Journal of Archaeology . 79 . 4 . 1975 . 307321 . 10.2307/503064 . 503064 . 191362470 .