Wing area nasa?

Ryan Gottlieb asked a question: Wing area nasa?
Asked By: Ryan Gottlieb
Date created: Sat, Apr 24, 2021 3:18 AM

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Those who are looking for an answer to the question «Wing area nasa?» often ask the following questions:

❔ Space shuttle wing area?

For the rectangular wing the area is equal to the span (s) times the chord (c); A = s * c For a trapezoidal wing, we need to know the semi-span (s), which is the distance from the root to the wing tip, and the chord length at the root (cr) and at the tip (ct).

Question from categories: spaceship space shuttle drawing space shuttle orbiter space shuttle cockpit space shuttle columbia

❔ Nasa calculating wing surface area mean chord aspect ratio?

The wing area is a projected area and is almost half of the total surface area. Aspect ratio is a measure of how long and slender a wing is from tip to tip. The Aspect Ratio of a wing is defined to be the square of the span divided by the wing area and is given the symbol AR. For a rectangular wing, this reduces to the ratio of the span to the chord length as shown at the upper right of the figure. AR = s^2 / A = s^2 / (s * c) = s / c High aspect ratio wings have long spans (like ...

❔ Space shuttle wing area calculator?

Using your equation, calculate the area of the Space Shuttle compound wing (lift given in table). Record your answer in the table. Design a trapezoid wing that will generate a lift force of 121,000 lbs. Your wing span (distance from wing tip to wing tip) may not exceed 95 feet.

9 other answers

Open the slide called Wing Area (with text) and read the explanation of why design engineers calculate the area of wing planforms (planform is the total surface of the wing surface from above). Then using the information shown at Wing Area, complete the Wing Area Activity designed to demonstrate your ability to complete calculations involving the area of a planform.

The wing area, A, is the projected area of the planform and is bounded by the leading and trailing edges and the wing tips. Note: The wing area is NOT the total surface area of the wing. The total surface area includes both upper and lower surfaces. The wing area is a projected area and is almost half of the total surface area.

You can see that wings come in many different planforms: rectangular, triangular, trapezoidal, or even in complex combinations like the Space Shuttle. To figure out how much lift a wing will generate, you must be able to calculate the area of any of these shapes--a skill learned in high school and used every day by design engineers. For the rectangular wing the area is equal to the span (s) times the chord (c);

The area of a circle is: A = pi * r^2 If the root of an elliptical fin is given by cr and the distance from the root to the tip is given by ct, the area of the fin is: A = pi * cr *ct For a compound configuration like the Space Shuttle, you have to break up the wing into simple shapes which you can compute, and then add them together.

The wing area is the projected area of the planform and is bounded by the leading and trailing edges and the wing tips. Note: The wing area is NOT the total surface area of the wing. The total surface area includes both upper and lower surfaces.

The wing area is the product of the span and the chord for the red rectangular wing shown in the view window. On the right is a graph of the lift versus wing area. The red dot shows your conditions. Below the graph is the numerical value of the lift and the computed wing area.

Operated from 1977 to 2011 by NASA, the U.S. space agency, this vehicle could carry astronauts and payloads into low Earth orbit, perform in-space operations, then re-enter the atmosphere and land as a glider, returning its crew and any on-board payload to the Earth.

It had a wing span of 98.4 feet (30.0 m). Two underwing pods contain the landing gear, batteries, triple-redundant instrumentation system, and dual-redundant flight control computers. By the time the aircraft was adopted into the ERAST project in late 1993, solar cells were being added, eventually covering the entire upper surface of the wing.

The facility is located on 6,400 acres in Sandusky, Ohio, and is home to some of the world’s most powerful and capable space simulation chambers that support NASA’s Artemis program and commercial spaceflight testing.

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