Rotational Spring
An ideal spring in mechanical rotary systems.
blockType: AcausalFoundation.Mechanical.Rotational.Elements.Spring
Path in the library:
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Description
Block Rotational Spring It is an ideal mechanical rotary spring described by the following equations:
where
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— the torque transmitted through the spring;
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— coefficient of elasticity;
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— relative displacement (spring deformation);
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— initial position (spring displacement);
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— the absolute angular positions of ports R and C, respectively;
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— relative angular velocity;
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— the time.
The positive direction of the block is from port R to port C. This means that the torque is positive if it acts in the direction from R to C.
Variables
Use the parameter group Initial Targets to set the priority and initial target values for the block parameter variables before modeling. For more information, see Configuring physical blocks using target values.
Ports
Conserving
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R
—
shaft
rotational mechanics
Details
A mechanical rotation port corresponding to a shaft, that is, a moving body.
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C
—
body
rotational mechanics
Details
A mechanical rotation port corresponding to the body, that is, a stationary body.
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Parameters
Parameters
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Spring rate —
coefficient of elasticity
N*m/rad | mN*m/rad | kN*m/rad | kgf*m/rad | lbf*ft/rad | N*m/deg | mN*m/deg | kN*m/deg | kgf*m/deg | lbf*ft/deg | W*s/rad | HP_DIN/rpm | HP_DIN*s/rad
Details
Coefficient of elasticity.
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| Default value |
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| Evaluatable |
Yes |