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The Face Shape Detector
Face features

Golden Ratio Face Calculator

Compare your facial proportions against phi, roughly 1.618, across seven classical ratios and read the full per-ratio breakdown.

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  • 468

    Landmarks mapped

  • 0

    Data collected

  • Free

    Always, no account

  • Any

    Device or browser

3 simple steps

How the golden ratio face calculator

What happens from the moment you start, in order.

  1. 1

    Locate the canon points

    MediaPipe fixes the hairline, brow line, inner eye corners, alar rims, mouth commissures, stomion and chin base in your browser. Every classical facial ratio is built on those reference points.

  2. 2

    Form the seven proportions

    Face length over face width, mouth against nose width, interocular against alar span, lip-to-brow against nasal length, the vertical thirds, the horizontal fifths and the lower face division are each computed.

  3. 3

    Compare each against phi

    Every proportion is measured against its target of 1.618 or unity, the proportional error is weighted by landmark precision, and the weighted mean maps onto a 0 to 100 figure.

What you get

Built to be checked

Every reading comes with the measurement behind it.

Full per-ratio breakdown

Read each measured proportion beside its target and the typical human span, because the individual rows say far more than the overall percentage ever does.

Weighted by landmark precision

Proportions built on sharply defined points count for more than those depending on the hairline, which is a soft boundary and the largest single source of error.

Runs entirely on device

The landmark mesh is generated in your browser by Google MediaPipe. Your photo is never uploaded, never stored on a server, and never seen by us.

Framed as curiosity

The result is presented as geometry with a long history, not a beauty verdict. No real face matches phi on every row, and the tool says so.

The golden ratio (phi) is an irrational number of roughly 1.618, produced when a line divides so that the whole length relates to the longer part exactly as the longer part relates to the shorter. That single property makes it recursive and self-similar, which is why it shows up in spiral growth patterns and across decorative geometry.

Applying phi to faces is a Renaissance drawing convention, not a biological law. It was revived in the twentieth century through Stephen Marquardt's phi mask, a wireframe of pentagons and decagons laid over a portrait to compare its proportions against phi-derived positions. Every golden ratio calculator online descends from that mask, this one included. There is no established biological mechanism that makes 1.618 special for human faces, and no strong cross-cultural evidence that faces nearer it are judged more attractive. What the number gives you is a fixed reference for measuring and comparing proportions. A measuring stick with a long history.

Seven proportions get tested here. Face length over face width, mouth width against alar span, the inner eye corner gap against that same span, lip-to-brow distance against nasal length, the three vertical thirds, the horizontal fifths, and the division of the lower face at the lip contact line. Five target phi. Two target equality.

Google MediaPipe Face Mesh fixes the hairline, brow line, inner eye corners, alar rims, commissures, stomion and chin base from its 468-landmark topology, all inside your browser. No image is uploaded, received or stored.

Read on for the seven proportions in detail, how a single score gets built from them, why the per-ratio rows matter more than the total, the capture conditions that corrupt a proportional measurement, and the limits worth taking seriously.

The seven proportions tested

Proportions here come from the canon that phi-based analysis has traditionally used. Each is reported as a raw value alongside its distance from the target.

  • Face length over face width divides hairline-to-chin by bizygomatic width.
  • Mouth width over nose width divides commissure span by alar span.
  • Interocular over alar width divides the inner eye corner gap by that same span, and targets unity rather than phi.
  • Lips to eyebrows over nasal length divides the lip-line-to-brow distance by nose height.
  • Vertical thirds split hairline to brow, brow to subnasale, and subnasale to chin, which the classical canon expects to run approximately equal.
  • Horizontal fifths cut the face into five vertical segments about one eye wide, running ear, eye, intercanthal gap, eye, ear.
  • Lower face division splits subnasale to chin at the stomion, with the upper part relating to the lower by phi.

Each of those feeds a single arithmetic step.

How the score gets built

Scores start from proportional error. Every measured value is compared against its target, the absolute difference is divided by that target, and the result is an error independent of units.

Errors then get averaged with weights attached. Ratios built on the eye corners and alar rims count for more than ratios depending on the hairline, because a hairline is a soft boundary that recedes, hides under hair and cannot be located to the same precision. The weighted mean maps onto a 0 to 100 percentage where zero error gives 100.

ProportionTargetTypical measured span
Face length ÷ face widthphi1.35 to 1.70
Mouth width ÷ nose widthphi1.40 to 1.80
Interocular ÷ nose widthunity0.85 to 1.20
Lip-to-brow ÷ nose lengthphi1.30 to 1.85
Upper lower-face ÷ lowerphi1.35 to 1.75

The right-hand column is the important one. Real faces scatter widely around every target, and sitting outside the span on two or three rows is unremarkable. Which is exactly why the rows deserve more attention than the headline figure.

Why the rows beat the total

Rows tell you which of your proportions sit near the classical reference and which sit far from it. That's genuinely useful if you're weighing hair length, brow position, or where to place emphasis with makeup.

The aggregate hides all of it. Two faces can score identically on completely different underlying patterns, because averaging is designed to throw away distribution. Read down the column instead.

Note also which rows respond to styling. The vertical thirds are bounded at the top by the hairline, so a fringe, a receding hairline or a high ponytail moves that measurement substantially while the bone underneath stays put. Photography moves the others.

Capture conditions that corrupt a proportional reading

Capture requirements match those for symmetry measurement, for the same reason. This is a proportional reading taken from a projected image, so whatever distorts the projection corrupts the arithmetic.

Face the camera squarely at eye level, expression neutral, mouth closed. Pull all hair back until the hairline is visible, since several proportions depend on it and an estimated hairline is the largest single error source in the whole calculation. Light the face evenly from the front with no strong shadow crossing either side.

Stand at least an arm's length back and crop in rather than stepping closer. A front-facing phone lens is short focal length, and it enlarges central features relative to the outline. That inflates nose width and shrinks apparent face width, which corrupts three proportions at once. Even a clean capture leaves the deeper limits in place.

Limits worth taking seriously

Perfect proportion is not normal, and it is not a target. No real face matches phi on every row. A score of 100 would describe a face that does not exist, and faces adjusted toward it in software tend to look synthetic rather than beautiful. If you take one thing from this page, take that.

The reading is two-dimensional. Projection depth, how far a chin and cheekbones come forward, is absent from a frontal photograph, and profile proportion carries a large share of how a face reads in person.

The targets are conventions. They came out of one aesthetic tradition and were validated mainly against faces from a narrow set of populations. Applying them universally imports an assumption that a single proportional standard suits everyone, which the evidence does not support.

Finally, this is curiosity rather than assessment. A number here says nothing about health, character or worth, and it is never a reason to change your face. The interesting part is the arithmetic, and seeing your own proportions written out.

A drawing convention, measured precisely. Phi at 1.618 supplies a fixed reference, the seven proportions run from face length against face width down to the lower face division at the stomion, and the score comes from weighted proportional error mapped onto a 0 to 100 curve. The rows beat the total because averaging throws distribution away, the hairline stays the weakest landmark in the set, and capture demands a level square frame at arm's length. Perfect proportion remains neither normal nor a target. Open the golden ratio face calculator and read your proportions row by row.

Questions

Golden Ratio Face Calculator FAQ

The questions people ask most often about this tool.

What is the golden ratio for a face?

The golden ratio, phi, is approximately 1.618, the number produced when a line divides so that the whole relates to the longer part as the longer part relates to the shorter. Applied to faces, it serves as a reference target for proportions such as face length against face width, or mouth width against nose width. It is a measuring stick, not a biological law.

Is the golden ratio linked to facial beauty?

No, not reliably. There is no established biological mechanism that makes phi special for human faces, and no strong cross-cultural finding that faces nearer it are consistently judged more attractive. The idea descends from a Renaissance drawing convention revived through Marquardt's phi mask in the twentieth century. Its value is consistency of measurement, not proof of appeal.

Do you upload my photo to calculate the ratios?

No. Every measurement is taken in your own browser using Google MediaPipe, so the image is processed on your device and never sent over the network. Nothing is written to a server or database, no account is needed, and the photo clears from memory the moment you close or reload the page.

Which facial proportions are measured?

Seven. Face length against face width, mouth width against nose width, interocular distance against alar span, lip-to-brow distance against nasal length, the three vertical thirds from hairline to brow to nose base to chin, the horizontal fifths across the face, and the division of the lower face at the lip contact line. Five target phi, two target equality.

Which is more useful, the breakdown or the total score?

The breakdown wins by a wide margin. It shows which of your proportions sit near the classical reference and which sit far from it, which is genuinely useful when weighing hair length or brow position. The total is an average, and averaging is designed to discard distribution, so two faces can score identically on completely different underlying patterns.

What weakens a golden ratio measurement?

Four things. The hairline is a soft boundary that recedes and hides under hair, and an estimated hairline is the largest single error source. A frontal photograph contains no depth, so profile proportion is missing entirely. A tilted head distorts several rows at once. And a wide-angle front lens inflates nose width while shrinking apparent face width.

Start with your face shape

Most styling decisions follow from the shape of your face. Run the detector, then work outward from the result.