Question

The state space equations of a system are given in non-matrix form below where p₁ dan p₂ are the system inputs:

{ dz₁/dt - z₂+z₁ = p₁ + 2p₂ ; 2v₁ - 2z₁ - 3z₂ = p₁ + p₂
{. dz₂/dt + z₂ = p₁

write down the input vector u showing its elements

Answer 1

The input vector u for the state space equations is u = [p₁, 2p₂], where p₁ and p₂ are the inputs to the system.

Step-by-step explanation:

The input vector u for the given state space equations can be written down by identifying the elements that act as inputs to the system. In the provided equations, the system inputs are p₁ and p₂, which constitute the elements of the input vector. Therefore, the input vector u showing its elements is u = [p₁, 2p₂].

The input vector u can be written as:

u = [p₁, p₂]

where p₁ and p₂ are the elements of the system inputs.