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SYSTEM DYNAMICS LL+CONNECT
- Q2/ For the system shown below, use Newton's method to find the system matrix [M],and [K]arrow_forwardYou are using a lightweight rope to pull a sled along level ground. The sled weighs 435 N, the coefficient of kinetic friction between the sled and the ground is 0.200, the rope is at an angle of 12∘ above the horizontal, and you pull on the rope with a force of 115 N. Find the normal force that the ground exerts on the sled. Find the acceleration of the sled. Is the sled speeding up or slowing down?arrow_forwardDuring a bicep curl on a bicep curl machine, I'm curling a weight stack of 100 pounds (single arm...I'm jacked like that). At this very moment, the weight stack has a moment arm of 0.12m, my elbow has an angle of 63deg, my muscle force vector has an angle of 23deg, and it attaches 3cm below my elbow joint on my radius. How much force must my bicep create right at this moment to hold the weight stack in place?arrow_forward
- (III) You are lying on a beach, your eyes 20 cm above the sand. Just as the Sun sets, fully disappearing over the horizon, you immediately jump up, your eyes now 150 cm above the sand, and you can again just see the top of the Sun. If you count the number of seconds(= t) until the Sun fully disappears again, you can estimate the Earth’s radius. But for this Problem, use the known radius of the Earth to calculate the time t.arrow_forwardYou are working with an imagined cubical pot of water, 1 meter on each side, sitting on a stove. Heat is applied to the bottom of the pot from the stovetop. The pot has been on the stove for a while, so the stovetop is hot and some heat has already been added to the water. Assume the water at the bottom of the pot is held at 99 degrees C , while the water at the top of the pot is cold, 4 degrees C. Compute the heat delivered by that 1 g of water at 99 °C into the layer of water at the top of the pot, assuming the latter is 1 meter square, 1 cm deep, and 4 °C. Start by solving the calorimetry problem (Section 14-4 in the text) to determine the final temperature of the top layer plus hot 1 gram from below. Then use that to determine how much heat was delivered in the hot waterarrow_forwardYou pull on a crate using a rope as image, except the rope is at an angle of 20.0 ∘ above the horizontal. The weight of the crate is 325 N, and the coefficient of kinetic friction between the crate and the floor is 0.230. What must be the tension in the rope to make the crate move at a constant velocity? What is the normal force that the floor exerts on the crate?arrow_forward
- (system dynamics and control) q2 is given in image q3) ?arrow_forwardA mass weighing 4 pounds is attached to a spring whose spring constant is 36 lb/ft. Find the equation of motion.arrow_forwardSuppose that the total cost function for an is linear, that the marginal cost is $54, and that the total cost for 50 players is $8700. Write the equation of this MP3 player cost function and then graph it.arrow_forward
- Five masses m1, m2, m3 m4 and m5 are 150 kg, 250 kg, 190 kg , 120 kg and 210 kg respectively. The corresponding radii of rotation are 0.2 m, 0.15 m, 0.25 m 0.1 and 0.3 m respectively and the angles between successive masses are 45°, 75° 20 and 110°. Find the position and magnitude of the balance mass required, graphically, if its radius of rotation is 0.25 marrow_forwardA pendulum in your house swings from one side to the other in a span of 0.8 seconds. How long is the string that is attached to the mass?arrow_forwardTake the mass of the block is M(kilogram=Newton-second2/meter), the spring constant is K(Newton/meter), the coefficient of viscous friction is fv(Newton-second/meter), distance takenin time is x(t)(meter) and force used in the system is f(t)(Newton). Write the transfer functionsfor figure 1.1, and figure 1.2.Solve only this--> Accept that the M=2 kg, K=1 N/m, fv=1 N-s/m and find the transfer function according to thosevalues.arrow_forward
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