ee.Array.asin
On an element-wise basis, computes the arcsine in radians of the input.
Usage | Returns |
---|
Array.asin() | Array |
Argument | Type | Details |
---|
this: input | Array | The input array. |
Examples
print(ee.Array([-1]).asin()); // [-π/2]
print(ee.Array([0]).asin()); // [0]
print(ee.Array([1]).asin()); // [π/2]
var start = -1;
var end = 1;
var points = ee.Array(ee.List.sequence(start, end, null, 50));
var values = points.asin();
// Plot asin() defined above.
var chart = ui.Chart.array.values(values, 0, points)
.setOptions({
viewWindow: {min: start, max: end},
hAxis: {
title: 'x',
viewWindowMode: 'maximized',
ticks: [
{v: start, f: start},
{v: 0, f: 0},
{v: end, f: end}]
},
vAxis: {
title: 'asin(x)',
ticks: [
{v: -Math.PI / 2, f: '-π/2'},
{v: 0, f: 0},
{v: Math.PI / 2, f: 'π/2'}]
},
lineWidth: 1,
pointSize: 0,
});
print(chart);
Python setup
See the
Python Environment page for information on the Python API and using
geemap
for interactive development.
import ee
import geemap.core as geemap
import math
import altair as alt
import pandas as pd
display(ee.Array([-1]).asin()) # [-π/2]
display(ee.Array([0]).asin()) # [0]
display(ee.Array([1]).asin()) # [π/2]
start = -1
end = 1
points = ee.Array(ee.List.sequence(start, end, None, 50))
values = points.asin()
df = pd.DataFrame({'x': points.getInfo(), 'asin(x)': values.getInfo()})
# Plot asin() defined above.
alt.Chart(df).mark_line().encode(
x=alt.X('x', axis=alt.Axis(values=[start, 0, end])),
y=alt.Y('asin(x)', axis=alt.Axis(values=[-math.pi / 2, 0, math.pi / 2]))
)
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Last updated 2024-09-19 UTC.
[null,null,["Last updated 2024-09-19 UTC."],[[["`Array.asin()` calculates the arcsine of each element in an input array."],["The function returns a new array with the calculated arcsine values in radians."],["Input values should be within the range of -1 to 1, inclusive."],["The output values will be within the range of -π/2 to π/2 radians."]]],["The `Array.asin()` function computes the arcsine of each element within an input array, returning the result in radians. The input array is specified as the `this` argument. The function is demonstrated with examples where inputs of -1, 0, and 1 yield outputs of -π/2, 0, and π/2, respectively. A sequence of points between -1 and 1, along with their corresponding arcsine values, are calculated and then visualized in a chart to show the relationship.\n"]]