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Golang image processing: How to perform image filtering and gradient calculation
Abstract:
With the development of image processing technology, image filtering and gradient calculation have Become a commonly used technique in image processing. This article will introduce how to use some simple filtering and gradient calculation algorithms to process images in Golang. Some code examples will also be provided.
2.1 Mean filter
Mean filter is one of the simplest filtering algorithms, which uses the average of the pixels around a specific pixel as the new value of the pixel. The following is a code example for mean filtering using Golang:
import ( "image" "image/color" "github.com/disintegration/gift" ) func MeanFilter(img image.Image) image.Image { filter := gift.New(gift.Mean(3, true)) dst := image.NewRGBA(filter.Bounds(img.Bounds())) filter.Draw(dst, img) return dst }
2.2 Gaussian filtering
Gaussian filtering is a commonly used smoothing filtering algorithm that uses a Gaussian function to calculate the weight of the filter. The following is a code example of Gaussian filtering using Golang:
import ( "image" "image/color" "github.com/disintegration/gift" ) func GaussianFilter(img image.Image) image.Image { filter := gift.New(gift.Gaussian(3, 2)) dst := image.NewRGBA(filter.Bounds(img.Bounds())) filter.Draw(dst, img) return dst }
3.1 Horizontal and vertical gradient calculation
Horizontal and vertical gradient calculation is one of the simplest gradient calculation algorithms. It calculates the rate of change of pixels in the image in the horizontal and vertical directions respectively. The following is a code example for horizontal and vertical gradient calculation using Golang:
import ( "image" "image/color" "github.com/disintegration/gift" ) func GradientFilter(img image.Image) image.Image { filter := gift.New( gift.Grayscale(), gift.Sobel(), //水平和垂直梯度计算 ) dst := image.NewRGBA(filter.Bounds(img.Bounds())) filter.Draw(dst, img) return dst }
Reference:
(Note: The above code examples are for reference only. In actual applications, appropriate modifications and optimizations need to be made according to specific needs.)
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