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This example shows how to use GPU-enabled MATLAB® functions to compute a well-known mathematical construction: the Mandelbrot set. Check your GPU using the gpuDevice function.Define the parameters. The Mandelbrot algorithm iterates over a grid of real and imaginary parts. The following code defines the number of iterations, grid size, and grid limits.maxIterations = 500;gridSize = 1000;xlim = [-0.748766713922161, -0.748766707771757];ylim = [ 0.123640844894862, 0.123640851045266]; You can use the gpuArray function to transfer data to the GPU and create a gpuArray, or you can create an array directly on the GPU. gpuArray provides GPU versions of many functions that you can use to create data arrays, such as linspace. For more information, see Create GPU Arrays Directly. x = gpuArray.linspace(xlim(1),xlim(2),gridSize);y = gpuArray.linspace(ylim(1),ylim(2),gridSize);whos x y Name Size Bytes Class Attributes x 1x1000 8000 gpuArray y 1x1000 8000 gpuArray Many MATLAB functions support gpuArrays. When you supply a gpuArray argument to any GPU-enabled function, the function runs automatically on the GPU. For more information, see Run MATLAB Functions on a GPU. Create a complex grid for the algorithm, and create the array count for the results. To create this array directly on the GPU, use the ones function, and specify 'gpuArray'.[xGrid,yGrid] = meshgrid(x,y);z0 = complex(xGrid,yGrid);count = ones(size(z0),'gpuArray');The following code implements the Mandelbrot algorithm using GPU-enabled functions. Because the code uses gpuArrays, the calculations happen on the GPU.z = z0;for n = 0:maxIterations z = z.*z + z0; inside = abs(z) endcount = log(count);When computations are done, plot the results.imagesc(x,y,count)colormap([jet();flipud(jet());0 0 0]);axis off See AlsogpuArray. D: Workloads winget-pkgs [master ≡ 0 ~1 -0 !] winget download -m . manifests t TechPowerUp GPU-Z 2.55.0 已找到 TechPowerUp GPU-Z [TechPowerUp.GPU-Z] 版本 2. GPU-Z 0 Builds. GPU-Z 0.6.7; GPU-Z 0.6.6; GPU-Z 0.6.5; GPU-Z 0.6.4; GPU-Z 0.6.3; OldVersion.com provides free software downloads for old versions of programs GPU-Z 0 Builds. GPU-Z 0.8.5; GPU-Z 0.6.7; GPU-Z 0.6.6; GPU-Z 0.6.5; GPU-Z 0.6.4; OldVersion.com provides free software downloads for old versions of programs gpu z portable . 0. แชร์หน้าเว็บนี้ : ดาวน์โหลด gpu z portable มาใหม่ ล่าสุด Free for apple download GPU-Z 2./31/2025 0 Comments Moreover, GPU-Z Portable displays additional data, such as the memory type and size, the device ID and Download GPU-Z 2.64.0 Date released: 27 Feb 2025 (4 weeks ago) Download GPU-Z 2.63.0 Date released: 21 Feb 2025 (4 weeks ago) Download GPU-Z 2.62.0 Date released: 03 Feb 2025 (one month ago) Download GPU-Z 2.61.0 Date released: 17 Dec 2024 (3 months ago) Download GPU-Z 2.60.0 Date released: 17 Aug 2024 (7 months ago) Download GPU-Z 2.59.0 Date released: 20 Apr 2024 (11 months ago) Download GPU-Z 2.58.0 Date released: 06 Apr 2024 (12 months ago) Download GPU-Z 2.57.0 Date released: 21 Jan 2024 (one year ago) Download GPU-Z 2.56.0 Date released: 29 Nov 2023 (one year ago) Download GPU-Z 2.55.0 Date released: 13 Sep 2023 (one year ago) Download GPU-Z 2.54.0 Date released: 21 Jun 2023 (one year ago) Download GPU-Z 2.53.0 Date released: 18 Apr 2023 (one year ago) Download GPU-Z 2.52.0 Date released: 23 Dec 2022 (2 years ago) Download GPU-Z 2.51.0 Date released: 19 Nov 2022 (2 years ago) Download GPU-Z 2.50.0 Date released: 02 Oct 2022 (2 years ago) Download GPU-Z 2.49.0 Date released: 20 Sep 2022 (3 years ago) Download GPU-Z 2.48.0 Date released: 08 Sep 2022 (3 years ago) Download GPU-Z 2.47.0 Date released: 13 Jul 2022 (3 years ago) Download GPU-Z 2.46.0 Date released: 06 May 2022 (3 years ago) Download GPU-Z 2.45.0 Date released: 25 Mar 2022 (3 years ago)

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This example shows how to use GPU-enabled MATLAB® functions to compute a well-known mathematical construction: the Mandelbrot set. Check your GPU using the gpuDevice function.Define the parameters. The Mandelbrot algorithm iterates over a grid of real and imaginary parts. The following code defines the number of iterations, grid size, and grid limits.maxIterations = 500;gridSize = 1000;xlim = [-0.748766713922161, -0.748766707771757];ylim = [ 0.123640844894862, 0.123640851045266]; You can use the gpuArray function to transfer data to the GPU and create a gpuArray, or you can create an array directly on the GPU. gpuArray provides GPU versions of many functions that you can use to create data arrays, such as linspace. For more information, see Create GPU Arrays Directly. x = gpuArray.linspace(xlim(1),xlim(2),gridSize);y = gpuArray.linspace(ylim(1),ylim(2),gridSize);whos x y Name Size Bytes Class Attributes x 1x1000 8000 gpuArray y 1x1000 8000 gpuArray Many MATLAB functions support gpuArrays. When you supply a gpuArray argument to any GPU-enabled function, the function runs automatically on the GPU. For more information, see Run MATLAB Functions on a GPU. Create a complex grid for the algorithm, and create the array count for the results. To create this array directly on the GPU, use the ones function, and specify 'gpuArray'.[xGrid,yGrid] = meshgrid(x,y);z0 = complex(xGrid,yGrid);count = ones(size(z0),'gpuArray');The following code implements the Mandelbrot algorithm using GPU-enabled functions. Because the code uses gpuArrays, the calculations happen on the GPU.z = z0;for n = 0:maxIterations z = z.*z + z0; inside = abs(z) endcount = log(count);When computations are done, plot the results.imagesc(x,y,count)colormap([jet();flipud(jet());0 0 0]);axis off See AlsogpuArray

2025-04-04
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