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Stereotaxic coordinate calculator: bregma-lambda scaling, angled approach and skull-flat check

Scale atlas coordinates to your animal by its measured bregma-lambda distance, work out the skull entry point and the distance to lower for an angled arm, and check the skull is flat from DV readings at bregma, lambda, left and right. For study and teaching, not for clinical use.

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  1. Atlas point
  2. Scale
  3. Angle
  4. Entry, depth
Nothing is uploadedWorks offline once open

Target from the atlas

The made-up example target is not from any atlas; type the coordinates from your own atlas. Depth is measured down from the skull surface at bregma with the skull flat.

Scale to this animal

Reference: the bregma–lambda distance of the reference brain in your atlas (4.0 is only an editable example; type your atlas's value). The target is multiplied by measured ÷ reference. Many labs scale AP only; scaling all three assumes the whole brain is proportionally smaller or larger.

Angled approach

An angled track avoids a vessel, a sinus or another implant. The tool gives the point where the track crosses the skull plane and how far to lower along the arm. Use 0° for a vertical approach. For study and teaching, not for clinical use.

Coordinates for this animal

Skull-flat check

Touch the skull at bregma and at lambda and type the two DV readings from the frame. The distance between them is the measured bregma–lambda distance above. The tolerance of 0.1 mm is an example: use your lab's.

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What it does

Brain atlases give coordinates for a reference animal of a set size. Your animal’s skull may be a little smaller or larger, its arm may need to be tilted to miss a blood vessel, and its head must be level in the frame. This helper does the three small calculations behind that:

  1. Scaling. The distance between bregma and lambda is a common measure of skull size. The target is multiplied by measured ÷ reference.
  2. Angled approach. With the arm tilted from vertical, the track enters the skull at a different point and is longer. The tool gives the entry point and the distance to lower along the arm.
  3. Skull-flat check. From DV readings at bregma and lambda (and optionally left and right) it gives the height difference and the tilt angle.

For study and teaching, not for clinical use. Always confirm placements histologically.

How to use it

  1. Type the target from your atlas: AP from bregma (positive in front), ML from the midline and depth below the skull at bregma.
  2. Type the reference bregma–lambda distance of your atlas (the 4.0 mm filled in is only an example) and the distance you measured on the animal. Choose to scale AP only (common), all three axes, or nothing.
  3. For an angled approach, type the arm angle, the plane it tilts in, and which way the tip points. “Toward the midline” means the tip moves medially as it goes down, so the entry is lateral of the target.
  4. For the flat check, type the frame’s DV readings when the needle touches bregma and lambda, and say whether the reading grows as the arm goes down or up.

Worked example

The made-up example: target AP −2.0, ML 1.5, depth 1.8 mm; reference bregma–lambda 4.0 mm, measured 3.8 mm; AP scaled only; 10° tilt in the coronal plane with the tip toward the midline.

  • Scale factor 0.95, so the target becomes AP −1.90 mm, ML 1.50 mm, depth 1.80 mm.
  • The track enters the skull at AP −1.90 mm, ML 1.82 mm and you lower 1.83 mm along the arm (0.0278 mm more than vertical). The entry is 0.32 mm lateral of the target.
  • Flat check: bregma 4.50 and lambda 4.62 mm, readings growing downwards: lambda is 0.12 mm lower (1.81°), outside the example tolerance of 0.1 mm, so lower the incisor bar.

Tips

  • Measure bregma–lambda with the skull already flat, or the AP distance is foreshortened.
  • Depth from the dura instead of the skull is common for deep targets; keep to one convention, the same as your atlas.
  • Small angles change the entry by depth × tan(angle): at 10° that is about 0.18 mm per mm of depth.

FAQ

Why is no atlas built in? Atlas coordinates belong to their publishers, and you should use the atlas for your species, strain and age.

Does anything leave my device? No. Everything is worked out in your browser.

Where the numbers come from

  • Geometry only: proportional scaling by the bregma-lambda distance and right-angle trigonometry for tilted tracks and skull tilt, as described in stereotaxic surgery methods texts. No atlas coordinates or reference distances are included; you type your atlas's values.
  • Checked in the tests against SciPy's Rotation class (rotate a vertical track and intersect it with the skull plane) and NumPy arctan2 for the tilt angles. The example target and distances are made up.

Standard scientific values, such as constants, atomic weights and melting points, are facts found in every textbook; we name where ours were checked. If you are an author or publisher and want a value, a credit or a table changed or removed, tell us and we will act quickly.

Last updated 2026-11-09.

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