Hello All,
First off, I appreciate all of the help provided in this forum.
I have an equation generated from a curve-fit of an x-y table. For any input X between 5-12, you get output Y between 0.1 to 0.001.
I also have an equation from a curve-fit of a z-y table. For any input Z between 70-212, you get output Y between 0.1 to 0.001.
I've dealt with partial differentiation, but I've never developed my own equation. I've thought about doing this in two steps, where you first find Y through a given X, and then somehow adjust the Y according to X. Doing so would require an equation for every single point for X for the second step which is insane. I've looked everywhere online and asked professional engineers and can't find anything. Library closes by the time I'm done with school and work, so now I'm here seeking help.
I need to know if there is a method of combining the two to create f(x,z)=y. Any help would be great. Thanks everyone!
First off, I appreciate all of the help provided in this forum.
I have an equation generated from a curve-fit of an x-y table. For any input X between 5-12, you get output Y between 0.1 to 0.001.
I also have an equation from a curve-fit of a z-y table. For any input Z between 70-212, you get output Y between 0.1 to 0.001.
I've dealt with partial differentiation, but I've never developed my own equation. I've thought about doing this in two steps, where you first find Y through a given X, and then somehow adjust the Y according to X. Doing so would require an equation for every single point for X for the second step which is insane. I've looked everywhere online and asked professional engineers and can't find anything. Library closes by the time I'm done with school and work, so now I'm here seeking help.
I need to know if there is a method of combining the two to create f(x,z)=y. Any help would be great. Thanks everyone!
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