1.      Taylors table for five nodes central differencing for the fourth-order approximation of the second derivative.   stencil f(i) xf’(i) x^2*f’’(i) x^3*f’’’(i) x^4*f’’’’(i) af(i-2) a -2a 4a/2 -8a/6 16a/24 bf(i-1) b -b b/2 -b/6 b/24 cf(i)…

OBJECTIVE: Simulation of a 1D super-sonic nozzle flow simulation using Macormack method we implement both the conservative and non-conservative forms of the governing equations and write code for solving 1D supersonic nozzle flow equation using the Macormack method. we also perform the grid-dependent test.   …

  Problem statement:     Design in SpaceClaim:       Meshing:     Outlet:     Inlet:     Ansys Fluent:      Temp variation               outlet velocity  5.1187422 m/s  outlet temp   305.65005 …

  problem specification:  let us assume a cylindrical pipe of 0.01m diameter and length 2m  Fluid flowing with a velocity of 15m/sec with a kinematic viscosity of  1e-4 sqm/sec . d = 0.01m. nu = 1e-4 sqm/sec. v = 15m/sec. l = 2m. rho = 1000 kg/cubicm. mu = 10 Ns/sqm. outlet is open…

Your Answers problem specification:  let us assume a cylindrical pipe of 0.01m diameter and length 2m  Fluid flowing with a velocity of 15m/sec with a kinematic viscosity of  1e-4 sqm/sec . d = 0.01m. nu = 1e-4 sqm/sec. v = 15m/sec. l = 2m. rho = 1000 kg/cubicm. mu = 10 Ns/sqm. outlet…