Question

Determine the stability region using the Schur-Cohn criterion
for a system whose characteristic equation P(z).

P(z)=z^3 +0.5z^2 +kz-k=0

Answer #1

Determine the stability region using the Jury criterion for a
system whose characteristic equation P(z). Plot the stability
region on a plane determined by a-k.
P(z)=z^4+kz^3+2z^2+az+3=0

What are the values of P, N and Z for this problem. Apply the
Nyquist criterion and find the stability of the closed loop system.
G(s) = 1 (s + 1)(s − 2)

Let?= 6 3 -8
1 -2 0
0 0 -3
a. Determine the characteristic equation and the eigenvalues
of A.
b. Find a basis for each eigenspace of A.

Provided N(0,1) and without using the LSND program find
P(−3<Z<1)
P(Z>−1)
P(Z<−1 OR Z>0)
P(0≤Z<1)
P(Z≥0)
P(Z<−2 OR Z>3)

Determine a region of the xy-plane for which the given
differential equation would have a unique solution whose graph
passes through a point (x_0, y_0) in the region. (1+y^3)y' =
x^2

(a) Show that a system with transfer function H(z) whose
denominator A(z) = 1 – [2ρ cosθ] z-1 + ρ 2 z-2 has poles at z = ρe
±jθ (b) For what values of r is this system stable? (c) If the
numerator of H(z) is B(z) = K z-1 , what is the form of its impulse
response for ρ = 1? (d) If the numerator of H(z) is B(z) = K z-1 ,
what is the form of...

A particle moves in a
potential field,let V(z)be the potential energy
function,V(z)=kz, use the cylindrical coordinates as general
coordinates.
(1)Determine the Lagrangian
for this particle.
(2)Calculate the generalized
impulse for this particle.
(3)Determine the Hamiltonian
and the equation of motions for this particle.
(4)Determine the conserved quantity of this
system.

Determine the value of k for which the following system has no
solutions. Write answer as an integer or a fraction in lowest
terms.
x+y+4z=0
x+2y?4z=1
?2x?y+kz=2

Let S be the solid region in 3-space that lies above the surface
z = p x 2 + y 2 and below the plane z = 10. Set up an integral in
cylindrical coordinates for the volume of S. No evaluation

Solve the following equation. Express your answer in the form
found using Euler's Formula, ||z||neinθ|z|neinθ.
z^3−2−3i=0

ADVERTISEMENT

Get Answers For Free

Most questions answered within 1 hours.

ADVERTISEMENT

asked 14 minutes ago

asked 41 minutes ago

asked 51 minutes ago

asked 1 hour ago

asked 1 hour ago

asked 1 hour ago

asked 1 hour ago

asked 2 hours ago

asked 2 hours ago

asked 2 hours ago

asked 2 hours ago

asked 3 hours ago