Enter strike, dip, rake, and seismic moment scale. See nodal planes, tensors, plus P, T, B. Download clean CSV or PDF files for reports.
From strike (phi), dip (delta), and rake (lambda), we form unit vectors n (fault normal) and u (slip) in NED. Then we compute the symmetric tensor M = M0*(u⊗n + n⊗u).
| Case | Strike (deg) | Dip (deg) | Rake (deg) | Mechanism Hint |
|---|---|---|---|---|
| 1 | 0 | 90 | 0 | Right-lateral strike-slip |
| 2 | 180 | 45 | 90 | Reverse/thrust component |
| 3 | 315 | 60 | -90 | Normal faulting component |
A focal mechanism summarizes the earthquake source radiation pattern. For many crustal earthquakes, a double-couple model is an effective approximation for rapid interpretation.
Strike, dip, and rake encode the plane orientation and slip direction. Small changes can rotate nodal lines and alter quadrant patterns that first-motion data constrain.
M0 scales tensor amplitudes. If Mw is available, the calculator estimates M0 using a standard logarithmic relationship so your tensor values match catalog magnitudes.
P and T axes represent maximum compressive and tensile directions of the source, and B is intermediate. They support quick classification into normal, reverse, or strike-slip regimes.
The two nodal planes are indistinguishable from the radiation pattern alone. Use mapped faults, aftershock alignment, or geodetic slip models to select the actual rupture plane.
Different software may use NED or ENU, and rake sign conventions can differ. Validate your workflow with a known example before processing large catalogs.
Check angle ranges, confirm symmetry, and ensure results are stable under small input changes. If values jump, revisit the angle convention and unit scaling.
Use the exports to attach computed planes, axes, and tensor components to event notes and reports, keeping assumptions and scaling transparent for reviewers.
Radiation constraints yield two nodal planes. Additional geological evidence is required to identify which plane is the true fault plane.
Yes. If you provide only angles, the calculator uses M0=1 so you still get normalized tensor components, axes, and the auxiliary plane.
If your reference uses an alternate rake sign, your tensor will rotate accordingly. Test your convention using a published example and compare quadrants and axes.
Not exactly. They describe the source radiation pattern. They can correlate with regional stress but local fault geometry and pre-existing weaknesses influence them.
Dip is usually reported as an acute angle. Equivalent plane orientations beyond 90 degrees can be represented by rotating strike 180 degrees and using the acute dip.
The auxiliary plane can have very different strike and rake. That is expected because it reproduces the same radiation quadrants even if it is not the rupture plane.
No. This is a pure double-couple calculator. Full moment tensor decompositions require inversion outputs that include isotropic and CLVD components.
Accurate inputs yield clearer focal mechanism interpretations today, always.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.