A JET PLANE WHICH WEIGHT 29430 N AND HAS A WING AREA OF 20 M² FLIES AT A VELOCITY OF 250 KM/HR. WHEN THE ENGINE DELIVERS 7357.5 KW, 65% OF THE POWER IS USED TO OVERCOME THAT DRAG RESISTANCE OF THE WING. CALCULATE THE CO-EFFICIENT OF LIFT AND CO-EFFICIENT OF DRAG FOR THE WING. TAKE DENSITY OF AIR EQUAL TO 1.21 KG/M³.
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- Problem 14.15 velocity of 950 km/hour, when the engine delivers 7357.5 kW power. 65% of the power is used to overcome the drag resistance of the wing. Calculate the co-efficients of lift and drag for the wing. The density of the atmospheric air is 1.21 kg/m². A jet plane which weighs 29.43 kN and having a wing area of 20 m flies at aA 60,000 kg airplane is cruising with an angle of attack of 8° and a velocity of 140 m/s at a high altitude where air density is 0.8 kg/m³. It is operated with no-flap wings having a planform area of 130 m². (a) Determine lift force (in kN), drag force (in kN), and the power required to overcome drag (in kW) (b) To achieve maximum lift and avoid engine stall, what is the maximum angle of attack that can be increased to (in degree)? What are the minimum velocity (in m/s)? What is the safe minimum velocity (based on the Federal Aviation Administration) (in m/s)?An aircraft is flying in level flight at a speed of 200 km/hr through air (density (p)= 1.2 -5 kg/m², and viscosity (µ) = 1.6 × 10° N-s/ m²). The lift co-efficient at this speed is 0.4 and the drag co-efficient is 0.0065. The mass of the aircraft is 800 kg. The effective lift area of the aircraft is
- A piston 11.96 cm diameter and 14 cm long works in a cylinder 12 cm diameter. A lubricating oil which fills the space between them has Viscosity 0.65 poise. Calculate the speed at which the piston will move through the cylinder when an axial load of 0.86 kg is applied. Neglect the inertia of the piston. 1 14 cm VF- 0.86 KgtThe hot-air balloon contains air having a weight of 0.00193slugs/ft3, while the surrounding air having a weight of 0.00237slugs/ft3. Determine the maximum weight of the load the balloon can lift if the volume of air it contains is 120,000 ft3. The empty weight of the balloon is 200 lb.) A 5-gal, cylindrical open container with a bottom area of 120 in²is filled with water and rests on the floor of an elevator. If cylindricalcontainer is accelerated upward at 3 ft/s², what resultant force doesthe container exert on the floor of the elevator during thisacceleration? The weight of the container is negligible. (Note: 1 gal= 231 in³)
- An aircraft is flying in a level flight at a speed of 250 kmph through air having density 1.2 kg/m³ and viscosity of 1.5 x 10-6 poise. The lift coefficient and drag coefficient are 0.4 and 0.007, respectively. The mass of the aircraft is 1 tonne. The effective lift area of the aircraft is m².A 100 J of work is done on a flywheel. Determine its moment of inertia if its angular velocity increases from 60 rpm to 180 rpm.Buoyancy 4Q. A balloon uses hot air to provide its lifting capability. Prior to its release it is tethered to the ground by a steel cable. If the gondola, weights, passengers, and material weigh 2000 lb, determine the tension in the cable when the balloon is inflated as a sphere having a diameter of 60 ft. Assume that the hot air has a specific weight of 0.040 lb/ft³ and the ambient air has a specific weight of 0.070 lb/ft^3 Buoyant force Weight of "hot" air 2000 lb Cable tension
- An airfoil of surface area 0.1 m² is tested for lift L in a wind tunnel. (Conditions can be considered as incompressible flow.) At an angle of attack of 5 °, with standard air density 1.22 kg/m³, at a speed of 30m/sec, the lift is measured to be 3.2 kgf. What is the lift coefficient? For a prototype wing of area 10 m², what is the approximate lift at an air speed of 160 kmph at the same angle of attack of 5 °?A 10,000 kg airplane must reach a velocity of 60 m/s to take off. If the ho rizontal force exerted by the engine of the plane is 60 KN and neglecting other horizontal forces What Is the length of the runway needed? I The maximum power transferred to the airplaneA new sports car has a drag coefficient of 0.30 and a frontal area of 1.95 m2, and is traveling at 68 kph. How much power is required to overcome aerodynamic drag if p = 1.225 kg/m3? O None of these O 1786.95 lb-ft/s O 3.26 hp O 2441.80 Watts