Springs K1 and K2 are in parallel acting on a mass. What is the value of the equivalent element?
Dashpots B1 and B2 are in series acting on a mass. What is the value of the equivalent element?
Different systems that are described by equations that are identical except for the use of different symbols are called what?
These variables must completely describe the effect of the past history of the system on its response in the future.
For each state variable, there must be an equation that expresses its derivative as an algebraic function of what three things? (Use commas between answers without spaces)
Gravity is a common _______ and thus is on the right side of a state variable equation.
__________ differential equations eliminate all variables except the inputs and outputs and their derivatives.
The _______ of the input-output differential equation is usually the same as the number of state variables.
A _________ system can be described by a finite number of state variables.
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