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Published byFaith Lyons Modified over 4 years ago

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MATLAB Stochastic Simulations Wednesday, 9/13/2002

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Diffusion

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Diffusion Simulation nPart = 400; %number of particles sizeRandomStep =.02; %temperature related parameter rMax = 10; %initial particles x = rand(nPart,1)-0.5; y = rand(nPart,1)-0.5; h = plot(x,y,'.'); %plot particles as dots hold on axis([-20 20 -20 20]) axis square grid off set(h,'EraseMode','xor','MarkerSize',18) % draw the circle the diffusion will finally reach to theta = linspace( 0, pi*2, 50 ); plot(rMax*cos(theta),rMax*sin(theta),'r-'); nStep = 0; while ( max(sqrt(x.^2+y.^2)) < rMax ) drawnow x = x + sizeRandomStep * randn(nPart,1); y = y + sizeRandomStep * randn(nPart,1); nStep = nStep + 1; set(h,'XData',x,'YData',y) End nStep % display how many steps cost to reach to the circle

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Erase Mode for Animation

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Brownian Motion in a Closed Box

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Boundary Treatment Reflection for the random movement with tendency to go outside.

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Pressure Momentum change for particle hit on the boundary surface with random movement of distance s and hit angle is mass = 1 unit mass timestep = 1 unit time

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Extension of particles from one room to two rooms

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