Changes between Version 2 and Version 3 of u/erica/JeansTest
- Timestamp:
- 06/21/13 14:14:56 (11 years ago)
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u/erica/JeansTest
v2 v3 19 19 [[latex($\lambda_J = 1.08 \times 10^{20} cm \approx 35 pc $)]] 20 20 21 = Determining the form of the perturbation function = 22 23 Recall, 24 25 [[latex($\rho_1 = C \cos(kx) e^{[4 \pi G \rho_0 (1-\frac{\lambda_J^2}{\lambda^2})]^{1/2}t}$)]] 26 27 so in addition to specifying the sound speed and ambient density, we need to specify the wave length of the perturbation. With the desire to keep the ratio [[latex($\lambda_J / \lambda $)]] small, I chose 28 29 [[latex($\lambda = 10 \lambda_J = 350 ~ pc$)]] 30 21 31 = Setting up the problem domain = 22 32 … … 35 45 [[latex($\triangle x = 1~pc $)]] 36 46 37 so there are about 35 cells/ Jeans length. 47 so there are about '''35 cells/ Jeans length'''. 48 49 50 Given the simulation is 1D, I set the ylower/yupper and zlower/zupper bounds to 0 in global.data, and set the number of cells in y = 1 and z = 1. 51 52 = Problem Scales = 53 54 38 55 39 56 = Seeding the perturbation, analytic solution =