Mean distance between sun or star and earth or planet Solution

STEP 0: Pre-Calculation Summary
Formula Used
Mean distance between sun and planet = (((Radius of the sun^2)*[Stefan-BoltZ]*(Effective surface temperature^4))/Total solar irradiance)^0.5
L = (((r^2)*[Stefan-BoltZ]*(Ts^4))/Gs)^0.5
This formula uses 1 Constants, 4 Variables
Constants Used
[Stefan-BoltZ] - Stefan-Boltzmann Constant Value Taken As 5.670367E-8
Variables Used
Mean distance between sun and planet - (Measured in Meter) - Mean distance between sun and planet is the mean distance between sun/star and earth/planet.
Radius of the sun - (Measured in Meter) - Radius of the sun is the radius of the sun/star.
Effective surface temperature - (Measured in Kelvin) - Effective surface temperature is the surface temperature of the sun/star.
Total solar irradiance - (Measured in Watt per Square Meter) - Total solar irradiance or solar constant is the solar energy reaching the earth’s/planet's atmosphere.
STEP 1: Convert Input(s) to Base Unit
Radius of the sun: 695000000 Meter --> 695000000 Meter No Conversion Required
Effective surface temperature: 5780 Kelvin --> 5780 Kelvin No Conversion Required
Total solar irradiance: 1373 Watt per Square Meter --> 1373 Watt per Square Meter No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
L = (((r^2)*[Stefan-BoltZ]*(Ts^4))/Gs)^0.5 --> (((695000000^2)*[Stefan-BoltZ]*(5780^4))/1373)^0.5
Evaluating ... ...
L = 149214420641.695
STEP 3: Convert Result to Output's Unit
149214420641.695 Meter --> No Conversion Required
FINAL ANSWER
149214420641.695 1.5E+11 Meter <-- Mean distance between sun and planet
(Calculation completed in 00.004 seconds)

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6 Atmospheric and Solar Radiation Calculators

Effective surface temperature of sun given solar constant
Go Effective surface temperature = (((Mean distance between sun and planet^2)*Total solar irradiance)/((Radius of the sun^2)*[Stefan-BoltZ]))^0.25
Radius of sun given total solar irradiance
Go Radius of the sun = (((Mean distance between sun and planet^2)*Total solar irradiance)/([Stefan-BoltZ]*(Effective surface temperature^4)))^0.5
Mean distance between sun or star and earth or planet
Go Mean distance between sun and planet = (((Radius of the sun^2)*[Stefan-BoltZ]*(Effective surface temperature^4))/Total solar irradiance)^0.5
Total solar irradiance or solar constant
Go Total solar irradiance = ((Radius of the sun^2)*[Stefan-BoltZ]*(Effective surface temperature^4))/(Mean distance between sun and planet^2)
Total solar energy incident on unit area of horizontal surface on ground
Go Total solar energy = Direct solar radiation*cos(Angle of Incidence)+Diffuse solar radiation
Diffuse solar radiation given total solar energy and direct radiation
Go Diffuse solar radiation = Total solar energy-Direct solar radiation*cos(Angle of Incidence)

Mean distance between sun or star and earth or planet Formula

Mean distance between sun and planet = (((Radius of the sun^2)*[Stefan-BoltZ]*(Effective surface temperature^4))/Total solar irradiance)^0.5
L = (((r^2)*[Stefan-BoltZ]*(Ts^4))/Gs)^0.5

What is total solar irradiance?

The total solar irradiance (also called the solar constant) represents the rate at which solar energy is incident on a surface normal to the sun’s rays at the outer edge of the atmosphere when the earth is at its mean distance from the sun.

How to Calculate Mean distance between sun or star and earth or planet?

Mean distance between sun or star and earth or planet calculator uses Mean distance between sun and planet = (((Radius of the sun^2)*[Stefan-BoltZ]*(Effective surface temperature^4))/Total solar irradiance)^0.5 to calculate the Mean distance between sun and planet, The Mean distance between sun or star and earth or planet formula is defined as the mean distance between sun/star and earth/planet in terms of the radius of the sun, effective surface temperature of the sun, and total solar irradiance. Mean distance between sun and planet is denoted by L symbol.

How to calculate Mean distance between sun or star and earth or planet using this online calculator? To use this online calculator for Mean distance between sun or star and earth or planet, enter Radius of the sun (r), Effective surface temperature (Ts) & Total solar irradiance (Gs) and hit the calculate button. Here is how the Mean distance between sun or star and earth or planet calculation can be explained with given input values -> 1.5E+11 = (((695000000^2)*[Stefan-BoltZ]*(5780^4))/1373)^0.5.

FAQ

What is Mean distance between sun or star and earth or planet?
The Mean distance between sun or star and earth or planet formula is defined as the mean distance between sun/star and earth/planet in terms of the radius of the sun, effective surface temperature of the sun, and total solar irradiance and is represented as L = (((r^2)*[Stefan-BoltZ]*(Ts^4))/Gs)^0.5 or Mean distance between sun and planet = (((Radius of the sun^2)*[Stefan-BoltZ]*(Effective surface temperature^4))/Total solar irradiance)^0.5. Radius of the sun is the radius of the sun/star, Effective surface temperature is the surface temperature of the sun/star & Total solar irradiance or solar constant is the solar energy reaching the earth’s/planet's atmosphere.
How to calculate Mean distance between sun or star and earth or planet?
The Mean distance between sun or star and earth or planet formula is defined as the mean distance between sun/star and earth/planet in terms of the radius of the sun, effective surface temperature of the sun, and total solar irradiance is calculated using Mean distance between sun and planet = (((Radius of the sun^2)*[Stefan-BoltZ]*(Effective surface temperature^4))/Total solar irradiance)^0.5. To calculate Mean distance between sun or star and earth or planet, you need Radius of the sun (r), Effective surface temperature (Ts) & Total solar irradiance (Gs). With our tool, you need to enter the respective value for Radius of the sun, Effective surface temperature & Total solar irradiance and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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