Stress reorientation and LURR : Implication for earthquake prediction using LURR

Can Yin , Peter Mora
Pure and Applied Geophysics 163 ( 11) 2363 -2373

6
2006
Earthquake Trend Around Sumatra Indicated by a New Implementation of LURR Method

Can Yin , Huilin Xing , Peter Mora , Hehua Xu
Pure and Applied Geophysics 165 ( 3) 723 -736

5
2008
THEORETICAL STUDIES—BASES FOR FUTURE EXPLORATION TECHNIQUES

Peter Mora , R. Szelwis , A. Behle , Stuart Crampin

1986
Present Know-How And Difficulties In Elastic Nonlinear Inversion of Seismograms

Albert Tarantola , Wafik Beydoun , Di Cao , Edward Crase
Seg Technical Program Expanded Abstracts

1989
Modeling anisotropic seismic waves in 3‐D

Peter Mora
Seg Technical Program Expanded Abstracts

23
1989
Seismic Modeling Using the Phononic Lattice Solid Method

Peter Mora , Bertrand Maillot
Seg Technical Program Expanded Abstracts

3
1990
Inversion of CMP Gathers For P And S Velocity

Peter Mora
Seg Technical Program Expanded Abstracts

1
1984
Wave Equation Inversion And Diffraction Tomography Repaired

Peter Mora
Seg Technical Program Expanded Abstracts 755 -757

1
1987
Nonlinear elastic inversion of real data

Peter Mora
Seg Technical Program Expanded Abstracts 430 -432

6
1987
Simulation of plume dynamics by the Lattice Boltzmann Method

Peter Mora , David A. Yuen
Geophysical Journal International 210 ( 3) 1932 -1937

3
2017
Numerical simulation of earthquake faults with gouge: Toward a comprehensive explanation for the heat flow paradox

Peter Mora , David Place
Journal of Geophysical Research: Solid Earth 103 ( B9) 21067 -21089

104
1998
Inversion of Seismic Wavefield Data for P- and S-wave Velocity

Peter Mora
Exploration Geophysics 19 ( 2) 312 -316

3
1988
3‐D wave propagation using finite differences

Heiner Igel , Peter Mora , Dominique Rodrigues
Seg Technical Program Expanded Abstracts

3
1991
Lattice Boltzman Phononic Lattice Solid (PLS) to Model Seismic P-Waves

Peter Mora , Bertrand Maillot
Seg Technical Program Expanded Abstracts

1
1991
Absorbing boundary and free-surface conditions in the phononic lattice solid by interpolation

Lian-Jie Huang , Peter Mora , Michael C. Fehler
Geophysical Journal International 140 ( 1) 147 -157

5
2000
An efficient implementation of the free surface boundary condition in 2‐D and 3‐D elastic cases

Dominique Rodrigues , Peter Mora
SEG Technical Program Expanded Abstracts 1993

15
1993
Accuracy of Staggered 3-D Finite-Difference Grids For Anisotropic Wave Propagation

Heiner Igel , Bruno Riollet , Peter Mora
Seg Technical Program Expanded Abstracts

42
1992
Analysis of a Finite-Difference Solution to 3-D Elastic Wave Propagation

Dominique Rodrigues , Peter Mora
Seg Technical Program Expanded Abstracts

4
1992
Particle fragmentation based on strain energy field

Yupeng Jiang , Fernando Alonso-Marroquín , Hans J Herrmann , Peter Mora
Granular Matter 22 ( 3) 1 -10

2020
Beverloo law for hopper flow derived from self-similar profiles

Fernando Alonso-Marroquin , Peter Mora
Granular Matter 23 ( 1) 1 -8

2021