Acoustic Impedance and the Reflection Coefficient
Seismic reflections are born at contrasts in acoustic impedance, the product of rock density and velocity.
The equation
R = (Z2 – Z1) / (Z2 + Z1), Z = ρV
- Z1, Z2 are impedances above and below the interface
- R is the normal incidence reflection coefficient
- Positive R means impedance increases downward
Worked example
Shale with density 2.50 and velocity 2000 over sandstone with density 2.65 and velocity 2400 gives impedances of 5.00 and 6.36 million units, so R = 0.12. About one eighth of the wave amplitude reflects, a bright but ordinary reflector.
When to use it
The building block of synthetic seismograms and inversion. Remember it is amplitude, not energy, and it applies at normal incidence: with offset comes AVO, which carries its own information.
Related Calculators and Reference
- Seismic Wave Simulator: watch wavefronts obey these relations live.
- Seismic Velocity Converter: apply the Dix equation to your own picks.
- SEG Wiki: the standard reference for seismic methods.
