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- Type your question here Let ?⃗ = ? ???∅ ?? + ? ? 2 ???∅ ?? (a) Transform A into rectangular coordinates and calculate its magnitude at p(3, -4, 0). (b) Transform A into spherical system and calculate its magnitude at p( 3, -4, 0).Find the values of M and fv so that the response has an overshoot of 17 percent and a settling time of 10 seconds, given the translational mechanical system where K = 1 and f(t) is a unit step.Q(s)=s4+3s3+27s2+75s+50. Find: Number of poles in the left-half plane? Number of poles in the jw-axis? Number of poles in the right-half plane? State of system is stable/unstable/marginally stable
- Only by doing symmetry analysis, without calculating the integrals, deduce which components of the electric field cancel, explain why and how the distribution should be so that this would not happen.H6. You are planning a trip to a new high altitude space station. Your spacecraft is in an initial 200 km altitude circular earth orbit. Performing a Hohmann transfer compute: (a) the TOTAL delta-v required for a Hohmann transfer to a 1000 km altitude coplanar circular earth orbit. answer choices a. Dv = 445.38 m/sec b.Dv = 421.309 m/sec c.433.778 m/sec d. 220.00 m/secThe characteristic equation of a system is given as s3+25s2+10s+50=0. What is the number of the roots in the right half s-plane and the imaginary axis respectively?
- If the pole is located at the origin of the s plane, the response is in the form of a: a. damp exponential b. exponential rise c. sinusoid d. constant What characterizes an unstable system? a. poles at the origin b. poles with negative real part c. poles with positive real part d. poles without real part Routh’s stability criterion will provide the number of: a. RHP b. poles c. LHP d. imaginary poleshelp explain how to arrive at these solutions for these given root locuses.Find and sketch the region of allowable s-plane locations such that a canonical second order system has a settling time less than 4 seconds and an overshoot (for a unit step response) of less than 10 percent.
- 1)Write the Gauss law integral and derivative expression. How is the Gaussian surface defined and what is its property?I need to explain the answers to these questions, please can you explain in detail. Thanks in advance.Which row represent the most stable system and why? nyquist and root locus plot attached.The divergence of the gradient of a vector F is said to be a Laplacian operator. (TRUE / FALSE)