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Kennedy’s Theorem: According to this theorem the relative instantaneous centres on whichever three bodies that contain motion relative to each other are collinear.
Higher Pairs: The kinematic pairs in which links contain contact by a point or a line.Equivalence of Higher Pairs: A higher pair is corresponding to two lower pairs and one link.
Klein’s Construction: It is an alternative method that was devised by Prof. Klein for finding acceleration of piston in slider crank mechanism.
Polygon: It is a closed figure made by various lines.
A Spring - mass system which is subjected to a harmonic force FCoswt. calculate the response of the system, refer figure Given x (0) = 0.01 m x(0) = 0.04 m/sec w = 30 rad/
A tensile test on a specimen having an initial diameter of 13.11 mm and an initial gauge length of 200.0 mm, gave the following data:
how to produce a design that meets the specification given: Beam Dimensions W, H and T, where H=2W and T=W/20 • Bolt Size D1 • Side Plate thickness T2 and width W2 • Cradle Plat
Explain about structural design of combined footing. Structural Design of Combined Footing The rectangular and trapezoidal combined footings are designed assuming uniform so
Calculate the crack Stress Intensity Factor: If on the beam specimen of last problem two loads, each equal to 500 N, are applied at distance of 25 mm from central plane, calcu
Given: A brittle material has an ultimate tensile strength of 300 MPa and an ultimate compressive strength of -1000MPa. Assume that failure can be represented by the Modified
(a) What do you understand by Inversion of Mechanism ? Describe in detail the following : (i) Crank and Lever mechanism (ii) Double crank Mechanism (b) What are the condit
Nozzle: The pressure energy gets converted in to kinetic energy Mass flow rate Turbine: It is used to generate work. The work is done by system becaus
write the conservation of mass for steady flow throught a streamtube with asingal one dimensional inlet 1and exit 2
Resultant force with the help of moments: How do you find the position of resultant force with the help of moments? Sol.: At first find the magnitude and direction of t
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