What is the IADC and who contributes to it? Can you find and list out the definitions for the orbital regions according to the IADC?
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What is the IADC and who contributes to it? Can you find and list out the definitions for the orbital regions according to the IADC?
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- Please don't provide handwritten solution.Each problem requires a proper FBD and separate kinematic diagram. 1. We have solved many a problem where the mass of the pulley is negligible. Now, let's consider a pully with significant mass (15 kg) with a radius of gyration of 130 mm. Attached to this pulley are two masses of weights 10 kg and 8 kg. Find the downward accleration of the 10 kg cylinder. Compare your answer to the case where the pulley mass is ignored. When pulley mass is considered, the kinematic laws of pulleys are still usable, however, the tensions on each side of the pulley are no longer equal. r = 250 mm 10 kg 15 kg 8 kgThe star 18 Scorpii's mass is 2.0 x 103 kg, its radius is 7.0 x 105 km, and it has a rotational period of approximately 23 days. If 18 Scorpii should collapse into a white dwarf of radius 5.8 x 103 km, what would its period (in s) be if no mass were ejected and a sphere of uniform density can model 18 Scorpii both before and after? 4E-4 X S
- Can you please use MATLAB to generate one orbit per region, orbital regions according to the IADC, and propagate it for two revolutions. Make a common plot. Evaluate the precision and accuracy of your propagation explicitly and discuss it.draw the side view for this shape.Two spheres are attached to a rod. The rod and sphere can rotate about a vertical rod (along the z- axis). The rod has a mass of mrod 0.9 kg and a length of Irod 31 cm. The spheres have a mass of msphere 5 kg and a radius of rsphere 10 cm. -3 lod, mrod spheres ms, s ру O ring mring find Fring -O->x рз brod, mod 1. Find the Mass Moment of Inertia of the left system (rod + spheres) about the axis Z. 2. Find the radius of the rings needed to get the same Mass Moment of Inertia. The mass of the ring are mring 5kg. Note: if you have a quadratic equation to solve, you are on the right track. In the box below enter the Mass Moment of Inertia of one of the systems in kg.cm². Give your answer as an integer.
- I am determining the mobility of kinematic chains with the Kutzbach Criterion. I would like help with interpreting the diagrams. When do I count ground as an object and when do I not? On one of the attached photos, there are black blocks. Is this counted as an object or a joint?can you pls provide the wxcat solution for quation of motion with complete explaition by hand written notesVo 1.00 4G 91 i 19:55 ... Q3: Draw the Full Sectional Front view and Top View of given object 100 2 HOLES 16 R50 9100 110 15 THE END III
- Many rotating mechanical components can be modeled as a disk with a hole as shown below. Examples include pulleys, gears, bearings, rollers, sprockets, tires, and wheels. Determine the general solution for mass moment of inertia of a disk with a hole as a function of mass (m), outer diameter (D), inner diameter (d), and width (w). Although your solution must not include density, it may be helpful to find density as an intermediate equation. D m:massEquation of Motion The triangle is made of 3 rods of a length 1-2.1ft and density is p = 4 lb/ft. ^ 1) Establish what you think is the best Coordinate system for this problem and explain why. 2) Find the location of the center of gravity (x bar and y bar). 3) Find the weight of the triangle. 4) Find the Mass Moment of Inertia at O of the triangle. 5) Draw the FBD and kinetic diagram of the triangle. 6) Find the accelerations of the triangle (angular and linear). 7) Find the Pin Reaction at O: . On and Ot • or Ox and Oy . • Magnitude O, and direction. In the box below, enter the angular acceleration & in rad/s with one decimal. Include the sign + if CCW or - sign if CW.Suppose that the coordinate frame 0₁X1Y₁Z₁ is obtained from the coordinate frame ooxoYoZo by a [2²] rotation of 600 about xo axis, what is Ro? Suppose pº R Q Search DII % 5 T FS Y & 7 find p¹. 99+ PrtScn FB S Home End F10 PgUp