week08 - ECE 3150 Spring 2009 Week 8 Recitation There is...

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ECE 3150 Spring 2009 Week 8 Recitation There is only Lab 2 report due. I got the most questions from least square fit and standard deviation. Introduce the fitting algorithm behind: Given a measurement of f i (x i ) , for example, this can be I D (V GS ) where you have measured I D for every given V GS under a given low V DS . For a range of VGS (corresponding say the 10 th to 20 th measured point), you would like to fit to f(x) = ax + b . We will define the standard deviation from the fitting function as: ( 29 ( 29 ( 29 11 20 10 2 = - = i i i i x f x f S The best fitting coefficient can be given as minimizing S with respect to the choice of a and b : 0 ; 0 ; 0 ; 0 2 2 2 2 = = b S a S b S a S This will give unique a and b for the fitting function f(x) = ax + b . Notice that we can fit to any function with arbitrary coefficients, since each coefficient will have its own equation to obtain its value. However, the closer f i (x i ) is to f(x) , the least error and
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This note was uploaded on 03/26/2010 for the course ECE 3150 taught by Professor Spencer during the Spring '07 term at Cornell University (Engineering School).

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week08 - ECE 3150 Spring 2009 Week 8 Recitation There is...

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