Calculating Aerodynamic Power for Flying a Plane

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In summary, the question involves finding the power P to fly a plane, where P = mass 3/2 divided by √S. The given figures are M = 124.6kg and S = √36m squared. The solution calculates M 1389/S 6m = 231.5kg m to power of -1, but the author is unsure of how to get to the figure of 1389. It is possible that the author used logs or a slide rule to come up with an approximate answer of 1389.
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Homework Statement


aerodynamics question. Power P to fly a plane.
Has P = Mass 3/2 do not know if this means square M by 3/2? that is how i take it to be then you divide this by √S which is cross section of wing.

figures are M = 124.6kg 3/2 divided by S = √ 36m Squared
solution comes up with M 1389/S 6m = 231.5kg m to power of -1
I do not know how to get to figure of 1389?


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negdee said:

Homework Statement


aerodynamics question. Power p to fly a plane.
Has p = mass 3/2 do not know if this means square m by 3/2? That is how i take it to be then you divide this by √s which is cross section of wing.

Figures are m = 124.6kg 3/2 divided by s = √ 36m squared
solution comes up with m 1389/s 6m = 231.5kg m to power of -1
i do not know how to get to figure of 1389?

(124.6)(3/2) ≈ 1391

If the author used logs with only a few decimal places, or a slide rule, to work out the answer it could have ended up as 1389. Is this example from a book? If so, what's the date of publication?
 

FAQ: Calculating Aerodynamic Power for Flying a Plane

How is aerodynamic power calculated for flying a plane?

Aerodynamic power is calculated by multiplying the drag force of the plane by its velocity. This can be represented by the equation: P = Fd * V, where P is power, Fd is drag force, and V is velocity.

What factors affect the aerodynamic power of a plane?

The aerodynamic power of a plane is affected by its velocity, air density, and the aerodynamic properties of the plane's shape and design. Other factors such as altitude, temperature, and wind conditions may also play a role.

How does altitude affect aerodynamic power?

As altitude increases, air density decreases, resulting in less drag force on the plane. This means that the aerodynamic power required to maintain a certain velocity also decreases. However, at higher altitudes, the air may also be thinner and provide less lift, which can also impact aerodynamic power.

How can pilot techniques affect aerodynamic power?

Pilot techniques, such as adjusting the angle of attack or using flaps, can affect the aerodynamic power of a plane. These techniques can help to increase or decrease the drag force, thus impacting the overall aerodynamic power needed to fly the plane.

Can aerodynamic power be reduced to increase efficiency?

Yes, there are various ways to reduce aerodynamic power and increase efficiency in flying a plane. This can include optimizing the plane's design for reduced drag, using advanced propulsion systems, and utilizing techniques such as gliding and energy management during flight. Additionally, proper maintenance and cleaning of the plane's surfaces can also help reduce drag and improve efficiency.

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