simulate laser intensity disturbution with critical energy on a cube in matlab

To simulate laser intensity distribution with critical energy on a cube in MATLAB, you can use the following steps:

  1. Define the dimensions of the cube, such as length, width, and height.
  2. Create a grid of points over the cube's surface to represent the spatial positions.
  3. Define the laser's parameters, such as wavelength, beam waist size, and critical energy.
  4. Compute the intensity profile of the laser beam using the Gaussian beam formula.
  5. Generate a random disturbance map to represent the intensity fluctuations within the critical energy range.
  6. Apply the disturbance map to the laser intensity profile.
  7. Visualize the resulting laser intensity distribution on the cube.

Here is an example code snippet that demonstrates how to perform this simulation:

main.m
% Define cube dimensions
length = 10;
width = 10;
height = 10;

% Create grid of points on the cube surface
[X, Y, Z] = meshgrid(linspace(-length/2, length/2, 100), linspace(-width/2, width/2, 100), linspace(0, height, 100));

% Define laser parameters
wavelength = 632 * 10^-9; % meters
beamWaist = 0.1; % meters
criticalEnergy = 1; % J

% Compute laser intensity profile
r = sqrt(X.^2 + Y.^2 + Z.^2);
intensity = (2 * criticalEnergy) / (pi * beamWaist^2) * exp(-2*(r/beamWaist).^2);

% Generate random disturbance map within critical energy range
disturbanceMap = rand(size(intensity)) * (2 * criticalEnergy) - criticalEnergy;

% Apply disturbance map to intensity profile
intensityDisturbed = intensity + disturbanceMap;

% Visualize laser intensity distribution
figure;
slice(X, Y, Z, intensityDisturbed, [0], [0], [0]);
xlabel('X');
ylabel('Y');
zlabel('Z');
title('Laser Intensity Distribution');
colorbar;
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You can modify the parameters to customize the simulation according to your specific requirements.

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