Radius 2 of Rotation given Bond Length Solution

STEP 0: Pre-Calculation Summary
Formula Used
Radius of Mass 2 = Bond Length-Radius of Mass 1
R2 = Lbond-R1
This formula uses 3 Variables
Variables Used
Radius of Mass 2 - (Measured in Meter) - Radius of Mass 2 is a distance of mass 2 from the center of mass.
Bond Length - (Measured in Meter) - Bond Length in a diatomic molecule is the distance between center of two molecules(or two masses).
Radius of Mass 1 - (Measured in Meter) - Radius of mass 1 is a distance of mass 1 from the center of mass.
STEP 1: Convert Input(s) to Base Unit
Bond Length: 5 Centimeter --> 0.05 Meter (Check conversion here)
Radius of Mass 1: 1.5 Centimeter --> 0.015 Meter (Check conversion here)
STEP 2: Evaluate Formula
Substituting Input Values in Formula
R2 = Lbond-R1 --> 0.05-0.015
Evaluating ... ...
R2 = 0.035
STEP 3: Convert Result to Output's Unit
0.035 Meter -->3.5 Centimeter (Check conversion here)
FINAL ANSWER
3.5 Centimeter <-- Radius of Mass 2
(Calculation completed in 00.004 seconds)

Credits

Created by Nishant Sihag
Indian Institute of Technology (IIT), Delhi
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Verified by Akshada Kulkarni
National Institute of Information Technology (NIIT), Neemrana
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8 Bond Length Calculators

Bond Length given Moment of Inertia
Go Bond Length given Moment of Inertia2 = sqrt(Moment of Inertia*((Mass 1+Mass 2)/(Mass 1*Mass 2)))
Bond Length of Diatomic Molecule in Rotational Spectrum
Go Bond Length of Diatomic Molecule = sqrt([hP]/(8*(pi^2)*[c]*Wave Number in Spectroscopy*Reduced Mass))
Bond Length given Masses and Radius 1
Go Bond Length given Masses and Radius 1 = (Mass 1+Mass 2)*Radius of Mass 1/Mass 2
Bond Length given Masses and Radius 2
Go Bond Length = Radius of Mass 2*(Mass 1+Mass 2)/Mass 1
Bond Length given Reduced Mass
Go Bond Length given Moment of Inertia2 = sqrt(Moment of Inertia/Reduced Mass)
Radius 1 of Rotation given Bond Length
Go Radius of Mass 1 = Bond Length-Radius of Mass 2
Radius 2 of Rotation given Bond Length
Go Radius of Mass 2 = Bond Length-Radius of Mass 1
Bond Length
Go Bond Length = Radius of Mass 1+Radius of Mass 2

8 Bond length Calculators

Bond Length given Moment of Inertia
Go Bond Length given Moment of Inertia2 = sqrt(Moment of Inertia*((Mass 1+Mass 2)/(Mass 1*Mass 2)))
Bond Length of Diatomic Molecule in Rotational Spectrum
Go Bond Length of Diatomic Molecule = sqrt([hP]/(8*(pi^2)*[c]*Wave Number in Spectroscopy*Reduced Mass))
Bond Length given Masses and Radius 1
Go Bond Length given Masses and Radius 1 = (Mass 1+Mass 2)*Radius of Mass 1/Mass 2
Bond Length given Masses and Radius 2
Go Bond Length = Radius of Mass 2*(Mass 1+Mass 2)/Mass 1
Bond Length given Reduced Mass
Go Bond Length given Moment of Inertia2 = sqrt(Moment of Inertia/Reduced Mass)
Radius 1 of Rotation given Bond Length
Go Radius of Mass 1 = Bond Length-Radius of Mass 2
Radius 2 of Rotation given Bond Length
Go Radius of Mass 2 = Bond Length-Radius of Mass 1
Bond Length
Go Bond Length = Radius of Mass 1+Radius of Mass 2

Radius 2 of Rotation given Bond Length Formula

Radius of Mass 2 = Bond Length-Radius of Mass 1
R2 = Lbond-R1

How do we get Radius 2 of rotation when bond length is given?

Bond length is the sum of the two radii of rotation (R1 and R2). As molecule 1, center of mass and molecule 2 lie on same line, Radius 2 can be obtained by subtracting radius 1 from bond length.

How to Calculate Radius 2 of Rotation given Bond Length?

Radius 2 of Rotation given Bond Length calculator uses Radius of Mass 2 = Bond Length-Radius of Mass 1 to calculate the Radius of Mass 2, The Radius 2 of rotation given bond length formula is defined as the distance of mass 2 (or molecule 2) from the center of mass of the diatomic system. Radius of Mass 2 is denoted by R2 symbol.

How to calculate Radius 2 of Rotation given Bond Length using this online calculator? To use this online calculator for Radius 2 of Rotation given Bond Length, enter Bond Length (Lbond) & Radius of Mass 1 (R1) and hit the calculate button. Here is how the Radius 2 of Rotation given Bond Length calculation can be explained with given input values -> 350 = 0.05-0.015.

FAQ

What is Radius 2 of Rotation given Bond Length?
The Radius 2 of rotation given bond length formula is defined as the distance of mass 2 (or molecule 2) from the center of mass of the diatomic system and is represented as R2 = Lbond-R1 or Radius of Mass 2 = Bond Length-Radius of Mass 1. Bond Length in a diatomic molecule is the distance between center of two molecules(or two masses) & Radius of mass 1 is a distance of mass 1 from the center of mass.
How to calculate Radius 2 of Rotation given Bond Length?
The Radius 2 of rotation given bond length formula is defined as the distance of mass 2 (or molecule 2) from the center of mass of the diatomic system is calculated using Radius of Mass 2 = Bond Length-Radius of Mass 1. To calculate Radius 2 of Rotation given Bond Length, you need Bond Length (Lbond) & Radius of Mass 1 (R1). With our tool, you need to enter the respective value for Bond Length & Radius of Mass 1 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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