The load factor n is relationship between: ○ Lift/Drag ○ Thrust/Drag ○ Lift/Weight
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- Determine the output pressure of a compressor operating with the following data: a. Actual power required to drive the compressor is 20 kW. b. Overall efficiency of the compressor is 75%. c. Compressor delivers four standard m3/min. d. Compressor inlet pressure is 100 kPa abs. Please use the equation in the picture to solve it.Identify the equations that go with these concepts: Conservation of Energy (for conservative forces) b. Work-Energy Principle C. Force of gravity for an object near the surface of the Earth Force of gravity for an object far from the surface of the Earth d. T1+ V1 = T2+ V2 T1 + U1->2= T2 F = mg F= (GMm)/r^21. Determine the equivalent spring stiffness constant of the following. 150 N/m 240 N/m 60 N/m wwwwwww 290 N/m 105 N/m wwwwww 35 N/m a. 250 N/m www 145 N/m F Ans:
- 101.75m 1.5 m 2.75m Given: G/0 Find: 2.25m 6 o B 2.0m . h = 2.05 meters • Tension = 85 Newtons 26 1.5m W Magnitude of internal axial force (Newtons) Axial Force Bending moment V Shear force1- Select the optimum choice for: high speed air craft skins material. Table 1: The properties of metallic materials E, GPa Max. use lemp, 'C | Density, Mg/cm' ay, MPa | Relative cost per unit sheet area Material 2.8 300 2 Aluminum alloy 200 69 200 7,8 350 350 700 Carbon steel Stainless steel 193 7.8 650 6 8.9 600 6 Nickel alloy Titanium alloy 207 1000 116 600 4.5 900 10 Table 2: Weighting factor Specific yield strength: Max, use temperature: Youngs modulus: 4 2
- the force acting on a spring at any displacement is undeformed length is equivalent to the product of the amount of displacement (s) and k. what is k?1. Determine the equivalent spring stiffness constant of the following. 240 N/m wwwwww a. 150 N/m 60 N/m 250 N/m 290 N/m 105 N/m F 145 N/m 35 N/m Ans:A 1 cubic meter of water inside a one kg ahminum container is heated from 20°C to 30°C. Find the heat supplied to the system if CA1 = 0.22 cal / gm Note: Assume that there is no heat loss and temperature of water is always equal to the temperature of ahuminum container. а. 20,002,200 cal b. 10,002,200 cal °C. c. 30,002,200 cal d. 40,002,200 cal
- ELASTICITY OF A RUBBER BANO Weight (F) Initial length (li)cm kength with load (l2)um |Elongation x) x= l2 -l 20g 子62cm 8.25 am 0.63 40g 7.7 cm 8.89 cm 1.19 60g チ19 cm 9.22 cm 1.32 l:95 80g 100g 7.9 cm チ4 cm cm. 10.5 om 2e 6 Draw a straight line through mean of the points plo Hed and determine the slope a. Plot F against x(the x-axis), the Giraph: Legend. (Blue) Rubber bandThe pipe assembly of the figure is supported by a fixed support at point A. A couple-moment and a force are applied at points B and C, respectively. In Cartesian coordinates, the applied couple-moment is MB = -150 k N-m, and the applied force is Fc = + 200ĵ Newtons. You may neglect the weight of the pipe assembly. 1. Draw a FBD which is suitable for solution of this problem, when seeking the unknown force and moment reactions at the fixed support, Point A. You may use the existing drawing given below. Your FBD must clearly/correctly show the force and moment reaction vectors. Use double arrowheads to distinguish moment vectors from force vectors. 2. Calculate F°MA, which is the moment generated at A due to the force applied at Point C. 3. Write the equations of equilibrium and solve to find the reactions at Point A. Specifically, find the force-reaction vector, A and the moment-reaction vector, *MA-Stiffness is: ratio of force to deformation ratio of force to modulus of elasticity ratio of initial length to cross-sectional area ratio of product of cross-sectional area and initial length to deformation
