16+ Force-Current Analogy Images

16+ Force-Current Analogy Images. One deficiency in this analogy is that it only works easily for capacitors that are grounded. Consider the following electrical system as shown in the following figure.

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Sources must also be transformed. Either a mathematical method can be used (refer to previous example, electrical to mechanical 1, and read the table from bottom to top, or a simple visual method can be used where force generators are replaced by current sources, friction elements by resistors, springs by inductors, and masses by capacitors (which are grounded). Mechanical force = electrical voltage;

This circuit consists of current source, resistor, inductor and capacitor.

Since the energy of the mass in a mechanical 1 analogy is measured relative to mechanical ground (i.e., velocity=v=0) the energy of the capacitance must be measured relative to electrical ground (i.e., voltage=e=0). Gowthami swarna, tutorials point india priv. Sources must also be transformed. This can be seen by the analogies between energy in a capacitor and energy in a mass, and the analogy between electrical ground (unchangeable voltage=0) and mechanical ground (immoveable position).

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In force current analogy, the mathematical equations of the translational mechanical system are compared with the nodal equations of the electrical system.

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Jan 18, 2007 · the information path in the control system process inputs (e.g.

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Proof that above analog is correct.

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See full list on lpsa.swarthmore.edu

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This circuit consists of current source, resistor, inductor and capacitor.

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One deficiency in this analogy is that it only works easily for capacitors that are grounded.

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Mechanical force = electrical voltage;

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Either a mathematical method can be used (refer to previous example, electrical to mechanical 1, and read the table from bottom to top, or a simple visual method can be used where force generators are replaced by current sources, friction elements by resistors, springs by inductors, and masses by capacitors (which are grounded).

Source: lpsa.swarthmore.edu

In force current analogy, the mathematical equations of the translational mechanical system are compared with the nodal equations of the electrical system.

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