A helicopter has two blades (see Figure 8.11); each blade has a mass of 240 kg and
Question:
A helicopter has two blades (see Figure 8.11); each blade has a mass of 240 kg and can be approximated as a thin rod of length 6.7 m. The blades are rotating at an angular speed of 44 rad/s.
(a) What is the total moment of inertia of the two blades about the axis of rotation?
(b) Determine the rotational kinetic energy of the spinning blades.
3.00 m 6,70 m Figure 8.11 Points 1 and 2 on the rotating blade of the helicopter have the same angular speed and acceleration, but they have different tangential speeds and accelerations.
Step by Step Answer:
REASONING Each blade can be approximated as a thin rod rotating about an axis perpendicular to the r...View the full answer
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Origami helicopter is a simple toy that can be made by folding a piece of paper into a specific shape. When dropped from a height, the helicopter spins as it falls, due to the aerodynamic properties of its design. Origami helicopters rely on principles of aerodynamics and paper engineering to achieve flight. The helicopter blades are designed with a curved surface that creates lift when they rotate, while the weight of the paper and the design of the body create stability during flight. The angle of the blades and the speed of rotation also affect the lift and stability of the helicopter. The shape and size of the paper used in the origami design can impact the overall flight characteristics. In addition, the mass distribution of the helicopter affects its motion. The weight of the helicopter is concentrated in the bottom part of the design, which creates a stable center of gravity. This stability allows the helicopter to spin evenly and smoothly as it falls.
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