Determines the Jacobian Elliptic functions, sn, vcn, vsc, and dn, where u and k (0 is less than or equal to k, which is less than or equal to 1) are real numbers, and sn^2 + cn^2 = 1. Details
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u is any real number. |
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k is a real number with 0 is less than or equal to k, which is less than or equal to 1. |
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sn(u,k) is the sn function. |
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cn(u,k) is the cn function. |
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sc(u,k) is the sc function. |
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error returns any error or warning condition from the VI. |
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dn(u,k) is the dn function. |
The value of sn (Jacobian Elliptic Function) is determined by the relation
where u and k are given real numbers. The other Jacobian Elliptic functions have the following definitions.