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  • Q1:তাল T b তাল 140 h 7 12/n The above lifting tool is given. The geometric parameters and the coefficient of static friction ?0 between clamp and load are listed below, the weight G is arbitrary. Calculate the minimum distance x given in the sketch in the unit m(meter) at which the load can just still be lifted. 11=4,5m, 12=4,3m, b=1,7m, a=22,9⁰ μ0=0,65 Important for the calculation: The sketch is not true to scale.See Answer
  • Q2:Q1. Determine the angular velocity (0) and angular acceleration (C) of Link DC of the four bar linkage mechanism shown in figure 1. Input link AB rotates at 100 rev/min in anti-clockwise direction with uniform velocity. B 600 mm 300 400 mm 450 A Figure 1 C 300 mm DSee Answer
  • Q3:Q2. Find the velocity and acceleration of the piston and the angular velocity and angular acceleration of link AB for the crank slider mechanism shown in figure 2. The crank OA rotates anti-clockwise at 500 rad/min with constant velocity. Point O is fixed. A 200 mm 45° Figure 2 100 mm 60°See Answer
  • Q4: 2-butanone (C4H8O), also known as methyl ethyl ketone or MEK, is a major industrial chemical used as a commercial cleaner and solvent for glues, paints, coatings, and printing ink. A spillage of an unknown colourless chemical was found in the vicinity of an MEK production facility. The unknown compound was analysed by a range of spectroscopic techniques to determine its composition. You are provided with IR, 'H NMR, 13C NMR and mass spectra. 2) With reference to the key aspects of each of the 4 spectra fully explain your answer 1) State if you believe the unknown is MEK 3) Which of the above techniques would be appropriate for determining the relative proportion of MEK and 1-butanol present in a mixture and why? See Answer
  • Q5: a. Determine analytically and plot the individual and total system response magnitude ratios MA, MB, and Msys (w) versus frequency for the range 0 – 100 krad/sb. If the steady-state input signal x(t) = 3sin( wt) + 2, with x unitless, t in seconds and o =20 krad/s, determine the steady-state output signal z(t).See Answer

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