The replace method changes the matte value of any pixel that matches the color of the target pixel.
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Floodfill changes the matte value of any pixel that matches the color of the target pixel and is a neighbor, whereas filltoborder changes the matte value of any neighbor pixel that is not the border color -bordercolor. Finally reset changes the matte value of all pixels. You can set the primitive color, font, and font bounding box color with -fill , -font , and -box respectively. Options are processed in command line order so be sure to use these options before the -draw option.
Drawing primitives conform to the Magick Vector Graphics format. Specify the count and the image to duplicate by its index in the sequence. Encipher pixels for later deciphering by -decipher. For example using HSL, we have: For example, OHTA is a principal components transformation that puts most of the information in the first channel.
Alter channel pixels by evaluating an arithmetic, relational, or logical expression. See the -function operator for some multi-parameter functions. See the -fx operator if more elaborate calculations are needed. The behaviors of each operator are summarized in the following list.
For brevity, the numerical value of a "pixel" referred to below is the value of the corresponding channel of that pixel, while a "normalized pixel" is that number divided by the maximum installation-dependent value QuantumRange.
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If normalized pixels are used, they are restored, following the other calculations, to the full range by multiplying by QuantumRange. The specified functions are applied only to each previously set -channel in the image. If necessary, the results of the calculations are truncated clipped to fit in the interval [0, QuantumRange ]. To print a complete list of -evaluate operators, use -list evaluate.
AddModulus has been added as of ImageMagick 6.
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It is therefore equivalent to Add unless the resulting pixel value is outside the interval [0, QuantumRange ]. Exp or Exponential has been added as of ImageMagick 6. The value used with Exp should be negative so as to produce a decaying exponential function. Non-negative values will always produce results larger unity and thus outside the interval [0, QuantumRange ]. The formula is expressed below. If the input image is squared, for example, using -function polynomial "2 0 0" , then a decaying Gaussian function will be the result.
Log has been added as of ImageMagick 6.
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This a scaled log function. The value used with Log provides a scaling factor that adjusts the curvature in the graph of the log function. The formula applied to a normalized value u is below. Pow has been added as of ImageMagick 6. Note that Pow is related to the -gamma operator.
For example, -gamma 2 is equivalent to -evaluate pow 0. The value used with -gamma is simply the reciprocal of the value used with Pow. Cosine and Sine was added as of IM v6. The synonyms Cos and Sin may also be used. The value scaling of the period of the function its frequency , and thus determines the number of 'waves' that will be generated over the input color range.
For example, if the value is 1, the effective period is simply the QuantumRange ; but if the value is 2, then the effective period is the half the QuantumRange.
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See also the -function operator, which is a multi-value version of evaluate. Alter channel pixels by evaluating an arithmetic, relational, or logical expression over a sequence of images. Ensure all the images in the sequence are in the same colorspace, otherwise you may get unexpected results, e. To print a complete list of -evaluate-sequence operators, use -list evaluate. If the image is enlarged, unfilled areas are set to the background color. To position the image, use offsets in the geometry specification or precede with a -gravity setting.
To specify how to compose the image with the background, use -compose. This command reduces or expands a JPEG image to fit on an x display. If the aspect ratio of the input image isn't exactly 4: This option is most useful for extracting a subregion of a very large raw image. Note that these two commands are equivalent:. This setting suggests a font family that ImageMagick should try to use for rendering text. If the family can be found it is used; if not, a default font e.
For other settings that affect fonts, see the options -font , -stretch , -style , and -weight.
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This option is new as of ImageMagick 6. It transforms an image from the normal spatial domain to the frequency domain. In the frequency domain, an image is represented as a superposition of complex sinusoidal waves of varying amplitudes.
The image x and y coordinates are the possible frequencies along the x and y directions, respectively, and the pixel intensity values are complex numbers that correspond to the sinusoidal wave amplitudes. A single image name is provided as output for this option. However, the output result will have two components. It is either a two-frame image or two separate images, depending upon whether the image format specified supports multi-frame images. The reason that we get a dual output result is because the frequency domain represents an image using complex numbers, which cannot be visualized directly.
Therefore, the complex values are automagically separated into a two-component image representation. The first component is the magnitude of the complex number and the second is the phase of the complex number.
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See for example, Complex Numbers. The magnitude and phase component images must be specified using image formats that do not limit the color or compress the image. All of these formats, except PNG support multi-frame images. The input image can be any size, but if not square and even-dimensioned, it is padded automagically to the larger of the width or height of the input image and to an even number of pixels.

The resulting output magnitude and phase images is square at this size. The kind of padding relies on the -virtual-pixel setting. The magnitude image is not scaled and thus generally will contain very small values. As such, the image normally will appear totally black. In order to view any detail, the magnitude image typically is enhanced with a log function into what is usually called the spectrum.
A log function is used to enhance the darker values more in comparison to the lighter values. This can be done, for example, as follows:.