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custom-built matlab software code  (MathWorks Inc)


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    Structured Review

    MathWorks Inc custom-built matlab software code
    An example of a right eye of a 21-year-old male subject where the corneal pre (a) and post (b) Ortho-K wear tangential refractive power maps were determined by a custom-built <t>MATLAB</t> code.
    Custom Built Matlab Software Code, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/result/custom-built matlab software code/product/MathWorks Inc
    Average 90 stars, based on 1 article reviews
    custom-built matlab software code - by Bioz Stars, 2026-03
    90/100 stars

    Images

    1) Product Images from "Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K"

    Article Title: Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K

    Journal: Heliyon

    doi: 10.1016/j.heliyon.2022.e11699

    An example of a right eye of a 21-year-old male subject where the corneal pre (a) and post (b) Ortho-K wear tangential refractive power maps were determined by a custom-built MATLAB code.
    Figure Legend Snippet: An example of a right eye of a 21-year-old male subject where the corneal pre (a) and post (b) Ortho-K wear tangential refractive power maps were determined by a custom-built MATLAB code.

    Techniques Used:

    Tangential power map of left eye of a 30-year-old male subject (a) as measured by Medmont, (b) as calculated then smoothed by a custom-built MATLAB software code.
    Figure Legend Snippet: Tangential power map of left eye of a 30-year-old male subject (a) as measured by Medmont, (b) as calculated then smoothed by a custom-built MATLAB software code.

    Techniques Used: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 0 to S = 1.1.
    Figure Legend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 0 to S = 1.1.

    Techniques Used: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.
    Figure Legend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Techniques Used: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 2.4 to S = 3.5.
    Figure Legend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 2.4 to S = 3.5.

    Techniques Used: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 3.6 to S = 4.7.
    Figure Legend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 3.6 to S = 4.7.

    Techniques Used: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 4.8 to S = 5.9.
    Figure Legend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 4.8 to S = 5.9.

    Techniques Used: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 6 to S = 28.
    Figure Legend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 6 to S = 28.

    Techniques Used: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 30 to S = 140.
    Figure Legend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 30 to S = 140.

    Techniques Used: Software



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    MathWorks Inc custom-built matlab software code
    An example of a right eye of a 21-year-old male subject where the corneal pre (a) and post (b) Ortho-K wear tangential refractive power maps were determined by a custom-built <t>MATLAB</t> code.
    Custom Built Matlab Software Code, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/result/custom-built matlab software code/product/MathWorks Inc
    Average 90 stars, based on 1 article reviews
    custom-built matlab software code - by Bioz Stars, 2026-03
    90/100 stars
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    An example of a right eye of a 21-year-old male subject where the corneal pre (a) and post (b) Ortho-K wear tangential refractive power maps were determined by a custom-built MATLAB code.

    Journal: Heliyon

    Article Title: Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K

    doi: 10.1016/j.heliyon.2022.e11699

    Figure Lengend Snippet: An example of a right eye of a 21-year-old male subject where the corneal pre (a) and post (b) Ortho-K wear tangential refractive power maps were determined by a custom-built MATLAB code.

    Article Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Techniques:

    Tangential power map of left eye of a 30-year-old male subject (a) as measured by Medmont, (b) as calculated then smoothed by a custom-built MATLAB software code.

    Journal: Heliyon

    Article Title: Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K

    doi: 10.1016/j.heliyon.2022.e11699

    Figure Lengend Snippet: Tangential power map of left eye of a 30-year-old male subject (a) as measured by Medmont, (b) as calculated then smoothed by a custom-built MATLAB software code.

    Article Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Techniques: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 0 to S = 1.1.

    Journal: Heliyon

    Article Title: Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K

    doi: 10.1016/j.heliyon.2022.e11699

    Figure Lengend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 0 to S = 1.1.

    Article Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Techniques: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Journal: Heliyon

    Article Title: Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K

    doi: 10.1016/j.heliyon.2022.e11699

    Figure Lengend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Article Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Techniques: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 2.4 to S = 3.5.

    Journal: Heliyon

    Article Title: Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K

    doi: 10.1016/j.heliyon.2022.e11699

    Figure Lengend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 2.4 to S = 3.5.

    Article Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Techniques: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 3.6 to S = 4.7.

    Journal: Heliyon

    Article Title: Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K

    doi: 10.1016/j.heliyon.2022.e11699

    Figure Lengend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 3.6 to S = 4.7.

    Article Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Techniques: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 4.8 to S = 5.9.

    Journal: Heliyon

    Article Title: Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K

    doi: 10.1016/j.heliyon.2022.e11699

    Figure Lengend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 4.8 to S = 5.9.

    Article Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Techniques: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 6 to S = 28.

    Journal: Heliyon

    Article Title: Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K

    doi: 10.1016/j.heliyon.2022.e11699

    Figure Lengend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 6 to S = 28.

    Article Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Techniques: Software

    Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 30 to S = 140.

    Journal: Heliyon

    Article Title: Investigation of the relationship between contact lens design parameters and refractive changes in Ortho-K

    doi: 10.1016/j.heliyon.2022.e11699

    Figure Lengend Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 30 to S = 140.

    Article Snippet: Tangential refractive power map of a 30 years male subject as calculated then smoothed by a custom-built MATLAB software code with smoothing factor S = 1.2 to S = 2.3.

    Techniques: Software