
Simple beam, circular profile
Storyboard 
When deforming a simple beam, that is, a homogeneous beam with a constant cross-sectional shape, a torque is generated in each of its elements, causing it to bend. The deformation can be caused by a torque applied at its ends, at an intermediate point, and/or by a load applied on the beam, including its own weight. The final outcome will depend on the boundary conditions, which can be either fixed or free.
ID:(2094, 0)

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Equations
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Equation
I_c = \displaystyle\frac{1}{4} \pi ( R_2 ^4 - R_1 ^4)
I_c = pi *( R_2 ^4 - R_1 ^4)/4
ID:(15875, 0)

Moment of inertia, circular profile
Equation 

Parameters
Symbol
Text
Variable
Value
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MKS Value
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Variables
Symbol
Text
Variable
Value
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MKS Value
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Calculations
First, select the equation:
to
, then, select the variable:
to




Calculations
Symbol
Equation
Solved
Translated
Calculations
Symbol
Equation
Solved
Translated







Equations
#
Equation
I_c = \displaystyle\frac{1}{4} \pi ( R_2 ^4 - R_1 ^4)
I_c = pi *( R_2 ^4 - R_1 ^4)/4
ID:(15880, 0)