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Matlab s image processing toolbox

Manufactured by MathWorks
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The Image Processing Toolbox in MATLAB is a comprehensive collection of algorithms and tools for image processing, analysis, visualization, and algorithm development. It provides functions for importing, exploring, enhancing, and analyzing images, as well as for developing custom image processing applications.

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Lab products found in correlation

4 protocols using matlab s image processing toolbox

1

Quantifying Cell Deformation via DEP

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During test sequences, brightfield images were taken every 0.5 seconds. Image processing was completed using Matlab’s Image Processing Toolbox (Mathworks). Image sequences were cropped to include the area immediately surrounding the cell. Each cropped frame in the image sequence was then binarized to isolate the cell body as a single connected component. The threshold for binarization was determined by Otsu’s method using the “greythresh” function.54 If needed, a multiplier was used to adjust the threshold for a sequence to prevent any debris in the vicinity from being counted as part of the cell. The two-dimensional cell centroid was determined for each frame using Matlab’s “regionprops” function. Cell centroid displacement was quantified by measuring the distance between the cell centroid and the lower left corner of the cropped image. The lower left corner of the cropped image was chosen because directed DEP pushing force was consistently applied towards the upper right corner of the image; thus, when the cell deformed, the distance between the cell centroid and the lower left corner of the image increased. All measurements were then normalized relative to the initial cell position at the beginning of the test sequence.
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2

Automated Analysis of Ultrasonic Vocalizations

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Ultrasonic vocalization recordings were analyzed using the WAAVES program [40 (link),41 (link)]. This program reads audio files and produces a frequency spectrogram. The spectrogram is then scanned for sound objects using MATLAB’s Image Processing Toolbox (MathWorks, Inc. Natick, MA, USA). For 50–55 kHz FM USVs, WAAVES identifies sound objects with a minimum duration of 5 ms occurring in a range of 30–120 kHz. An inter-call interval of 10 ms was used to discriminate between individual calls and avoid counting call fragments as separate calls. FM USVs were defined as calls that varied more than 5 kHz over the entire duration of the call. The 22–28 kHz calls were identified as sound objects occurring in a frequency range of 20 to 30 kHz with a minimum duration of 200 ms. An inter-call interval of 100 ms was used to separate individual calls. These call parameters were derived from the existing literature as well as extensive trial-and-error testing in the laboratory. Once the calls were identified, several measurements of interest were extracted from each USV call and stored for subsequent analysis. The mean frequency, duration, bandwidth, and power for both 50–55 kHz FM and 22–28 kHz calls were used for statistical analysis.
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3

Automated Ultrasonic Vocalization Analysis

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Ultrasonic vocalization recordings were analyzed using the WAAVES program (Reno et al., 2013 (link)). Briefly, this program reads audio files and produces a spectrogram. The spectrogram is then searched for sound objects using MATLAB’s Image Processing Toolbox (MathWorks, Inc. Natick, MA). A series of filters is then applied to separate background sounds from USVs. Finally, several measurements of interest are taken on each USV and stored for subsequent analysis.
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4

Quantitative Multimodal Spinal Cord Imaging

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Whole spinal cord slides were scanned with a Hamamatsu Nanozoomer (Hamamatsu Photonics, Japan) at a magnification of 40, resulting in a 230 nm/pixel resolution. Images of all the stained slides were white balanced and converted to monochrome by using Image J (NIH, Bethesda, MD). Following standard practice (Fawcett and Scott, 1960 (link)), normalized image intensities, I, were converted to their corresponding optical density values according to
The MRI and immunohistochemistry (IHC) images were quantitatively compared by first subsampling the latter to match the MR image in-plane resolution. A voxelwise correlation was allowed across modalities by registering the MR images to the subsampled IHC optical density images. An affine transformation based on the Mattes mutual information metric was performed by using MATLAB’s Image Processing Toolbox (The Mathworks, Natick, MA).
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