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ee.Number.sinh

  • TheNumber.sinh() method computes the hyperbolic sine of a given input number.

  • It takes a single argument, which is the input value, and returns a Number.

  • Examples are provided in both JavaScript and Python demonstrating its usage with various input values and how to convert degrees to radians before computation.

 Computes the hyperbolic sine of the input.

UsageReturns
Number.sinh()Number
ArgumentTypeDetails
this:inputNumberThe input value.

Examples

Code Editor (JavaScript)

// Input angle in radians.print('Hyperbolic sine of -5',ee.Number(-5).sinh());// -74.203210577print('Hyperbolic sine of -1',ee.Number(-1).sinh());// -1.175201193print('Hyperbolic sine of 0',ee.Number(0).sinh());// 0print('Hyperbolic sine of 1',ee.Number(1).sinh());// 1.175201193print('Hyperbolic sine of 5',ee.Number(5).sinh());// 74.203210577// Convert degrees to radians.vardegrees=45;varradians=degrees*(Math.PI/180);print('Hyperbolic sine of 45 degrees',ee.Number(radians).sinh());// 0.868670961

Python setup

See the Python Environment page for information on the Python API and usinggeemap for interactive development.

importeeimportgeemap.coreasgeemap

Colab (Python)

importmath# Input angle in radians.display('Hyperbolic sine of -5:',ee.Number(-5).sinh())# -74.203210577display('Hyperbolic sine of -1:',ee.Number(-1).sinh())# -1.175201193display('Hyperbolic sine of 0:',ee.Number(0).sinh())# 0display('Hyperbolic sine of 1:',ee.Number(1).sinh())# 1.175201193display('Hyperbolic sine of 5:',ee.Number(5).sinh())# 74.203210577# Convert degrees to radians.degrees=45radians=degrees*(math.pi/180)display('Hyperbolic sine of 45 degrees:',ee.Number(radians).sinh())# 0.868670961

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Last updated 2023-10-06 UTC.