Pinned Repositories
AM5630_Assignment_02
Assignment
Assignment_03_CS6910
construction-web-page
CS6910_Assignment
RESERVOIR-SIMULATION-EXPLICIT-METHOD
HOMOGENEOUS 1D SINGLE PHASE CONSTANT RATE WELLS FLUID FLOW THROUGH POROUS MEDIA SOLUTION BY EXPLICIT METHOD WHERE LEFT BOUNDARY CONDITION IS DIRICHLET, AND RIGHT BOUNDARY IS NEUMANN BOUNDARY CONDITION.
RESERVOIR-SIMULATION-HETEROGENEOUS
HETEROGENEOUS 1D SINGLE PHASE CONSTANT RATE WELLS FLUID FLOW THROUGH POROUS MEDIA SOLUTION BY IMPLICIT METHOD WHERE BOUNDARY CONDITION ARE LEFT BOUNDARY IS DIRICHLET BOUNDARY CONDITION, AND RIGHT BOUNDARY IS NEUMANN BOUNDARY CONDITION.
RESERVOIR-SIMULATION-IMPLICIT-METHOD
HOMOGENEOUS 1D SINGLE PHASE FLUID FLOW THROUGH POROUS MEDIA
RESERVOIR-SIMULATION-IMPLICIT-METHOD-IN-TRANSMISSIBILITY
HOMOGENEOUS 1D SINGLE PHASE FLUID FLOW THROUGH POROUS MEDIA CODE WITH TRANSMISSIBILITY TERMS
Two-phase-flow-in-linear-system-
fluid flow in linear system where water is wetting phase and oil in non wetting phase.
JayantJharkhande3000's Repositories
JayantJharkhande3000/RESERVOIR-SIMULATION-EXPLICIT-METHOD
HOMOGENEOUS 1D SINGLE PHASE CONSTANT RATE WELLS FLUID FLOW THROUGH POROUS MEDIA SOLUTION BY EXPLICIT METHOD WHERE LEFT BOUNDARY CONDITION IS DIRICHLET, AND RIGHT BOUNDARY IS NEUMANN BOUNDARY CONDITION.
JayantJharkhande3000/RESERVOIR-SIMULATION-HETEROGENEOUS
HETEROGENEOUS 1D SINGLE PHASE CONSTANT RATE WELLS FLUID FLOW THROUGH POROUS MEDIA SOLUTION BY IMPLICIT METHOD WHERE BOUNDARY CONDITION ARE LEFT BOUNDARY IS DIRICHLET BOUNDARY CONDITION, AND RIGHT BOUNDARY IS NEUMANN BOUNDARY CONDITION.
JayantJharkhande3000/RESERVOIR-SIMULATION-IMPLICIT-METHOD
HOMOGENEOUS 1D SINGLE PHASE FLUID FLOW THROUGH POROUS MEDIA
JayantJharkhande3000/RESERVOIR-SIMULATION-IMPLICIT-METHOD-IN-TRANSMISSIBILITY
HOMOGENEOUS 1D SINGLE PHASE FLUID FLOW THROUGH POROUS MEDIA CODE WITH TRANSMISSIBILITY TERMS
JayantJharkhande3000/Two-phase-flow-in-linear-system-
fluid flow in linear system where water is wetting phase and oil in non wetting phase.
JayantJharkhande3000/AM5630_Assignment_02
JayantJharkhande3000/Assignment
JayantJharkhande3000/Assignment_03_CS6910
JayantJharkhande3000/construction-web-page
JayantJharkhande3000/CS6910_Assignment
JayantJharkhande3000/CS6910_Assignment_03_EtoH
Assignment 03
JayantJharkhande3000/EQUATION-OF-STATE-
JayantJharkhande3000/GENERAL-RESERVOIR-SIMULATION
HOMOGENEOUS 1D SINGLE PHASE CONSTANT RATE WELLS FLUID FLOW THROUGH POROUS MEDIA SOLUTION BY IMPLICIT METHOD WHERE BOUNDARY CONDITION CAN BE BOTH AND IN THE COMBINATION OF NEUMANN BOUNDARY CONDITION, AND DIRICHLET BOUNDARY CONDITION.
JayantJharkhande3000/hello-world
1 oct. 2017
JayantJharkhande3000/jkheightsfinal
website class work
JayantJharkhande3000/PYTHON-MACHINE-LEARNING
ML PROJECT
JayantJharkhande3000/Reservoir-Simulation
Homogeneous single phase fluid flow in reservoir using explicit method.
JayantJharkhande3000/RESERVOIR-SIMULATION-CONSTANT-BHP-WELL
HOMOGENEOUS 1D SINGLE PHASE CONSTANT RATE WELLS FLUID FLOW THROUGH POROUS MEDIA SOLUTION BY IMPLICIT METHOD WHERE BOUNDARY CONDITION ARE LEFT BOUNDARY IS NEUMANN BOUNDARY CONDITION, AND RIGHT BOUNDARY IS DIRICHLET BOUNDARY CONDITION. AND PRODUCTION WELL IS PRODUCING AT CONSTANT BHP.
JayantJharkhande3000/RESERVOIR-SIMULATION-CRANK-NICHOLSON-SOLUTION
HOMOGENEOUS 1D SINGLE PHASE FLUID FLOW THROUGH POROUS MEDIA SOLUTION BY CRANK NICHOLSON WHERE BOUNDARY CONDITION ARE LEFT BOUNDARY IS DIRICHLET BOUNDARY CONDITION, AND RIGHT BOUNDARY IS NEUMANN BOUNDARY CONDITION.
JayantJharkhande3000/RESERVOIR-SIMULATION-IMPLICIT-CONSTANT-RATE-WELLS
HOMOGENEOUS 1D SINGLE PHASE CONSTANT RATE WELLS FLUID FLOW THROUGH POROUS MEDIA SOLUTION BY IMPLICIT METHOD WHERE BOUNDARY CONDITION ARE LEFT BOUNDARY IS NEUMANN BOUNDARY CONDITION., AND RIGHT BOUNDARY IS DIRICHLET BOUNDARY CONDITION.
JayantJharkhande3000/RESERVOIR-SIMULATION-IMPLICIT-HETEROGENEOUS
HETEROGENEOUS 1D SINGLE PHASE CONSTANT RATE WELLS FLUID FLOW THROUGH POROUS MEDIA SOLUTION BY IMPLICIT METHOD WHERE BOUNDARY CONDITION ARE LEFT BOUNDARY IS DIRICHLET BOUNDARY CONDITION, AND RIGHT BOUNDARY IS NEUMANN BOUNDARY CONDITION.
JayantJharkhande3000/van-der-waal-equation-of-state-in-natural-gas-engineering-
Using van der waal EoS model, calculation of density for liquid and gas phase