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hyperbolic sine

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hyperbolic sine [¦hī·pər¦bäl·ik ′sīn]
(mathematics)
A function whose value for the complex numberzis one-half the difference between the exponential ofzand the exponential of -z. Abbreviated sinh.


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Conventionally (6), the rate dependence of the Eyring process is derived by approximating the hyperbolic sine function of Eq.
2] + 1} - tgh (RR) 9 Arcus Hyperbolic Sine QTc = QT - [alpha]{ln(1 + [square root of 2])-arcsin h(RR)} 10 Arcus Hyperbolic Cosine QTc = QT - [alpha]{ln(1 + [square root of 2])-arccos h(RR+1)} 11 Square Root QTc = QT + [alpha](1-[RR.
Using the equation editor, engineers can draw from 40 trigonometric and operational functions such as hyperbolic sine and rounding.
 
 
 
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