Question

In: Statistics and Probability

Name some applications of Bernoulli Process. Be clear as possible

Name some applications of Bernoulli Process. Be clear as possible

Solutions

Expert Solution

1) AIRFLIGHT

One of the most common everyday applications of Bernoulli's principle is in airflight. The main way that Bernoulli's principle works in air flight has to do with the architecture of the wings of the plane. In an airplane wing, the top of the wing is soomewhat curved, while the bottom of the wing is totally flat. While in the sky, air travels across both the top and the bottom concurrently. Because both the top part and the bottom part of the plane are designed differently, this allows for the air on the bottom to move slower, which creates more pressure on the bottom, and allows for the air on the top to move faster, which creates less pressure. This is what creates lift, which allows planes to fly. An airplane is also acted upon by a pull of gravity in which opposes the lift, drag and thrust. Thrust is the force that enables the airplane to move forward while drag is air resistance that opposes the thrust force.

2) LIFT

3) BASEBALL

Baseball Baseball is an example of where Bernoulli's principle is very visible in everyday life, but rarely do most people actually take note of it. One example in baseball is in the case of the curve ball. The entire pitch works because of Bernoulli's principle. Since the stitches of the ball actually form a curve, it is necessary for the pitcher to grip the seams of the baseball. The reason as to why this is a necessity is that by gripping the baseball this way, the pitcher can make the ball spin. This allows for friction to cause a thin layer of air to engilf the misunderstanding of the baseball as it is spinning, but since the ball is spinning in a certain manner, this allows for more air pressure on the top of the ball and less air pressure on the bottom of the ball. Therefore, according to Bernoulli's principle there should be less speed on the top of the ball than there is on the bottom of the ball. What transpires is that the bottom part of the ball accelearates downwards faster than the top part, and this phenomenon allows for the ball to curve downward, which causes the batter to miscalculate the ball's position.

4) DRAFT

5) SAILING


Related Solutions

Name some applications of PWM and explain how they work.
Name some applications of PWM and explain how they work.
What are some real life applications or industry applications of recrystallization? (Please cite sources if possible).
What are some real life applications or industry applications of recrystallization? (Please cite sources if possible).
What are some examples of communication noise? How do they interfere with the process of clear...
What are some examples of communication noise? How do they interfere with the process of clear communication?
Name some of the metallic and non-metallic materials used in pump construction,against the following applications 1)...
Name some of the metallic and non-metallic materials used in pump construction,against the following applications 1) Hazardous Nature Fluids 2) High Temperature Fluids 3) Corrosive Fluids
Name some possible sources of error that could occur during a 'Thin Layer Chromatography Analysis of...
Name some possible sources of error that could occur during a 'Thin Layer Chromatography Analysis of Analgesic Drugs' laboratory. Briefly discuss how these would effect your results.
Many random processes are well understood. Let’s study two of them. A Bernoulli process is a...
Many random processes are well understood. Let’s study two of them. A Bernoulli process is a random process with only two possible outcomes: “Head” or “Tail”, “Success” or “Failure”, 1 or 0, etc. Examples: ipping a coin; winning the grand prize in a lottery; whether it rains on any given day. Let Y be the random variable of a Bernoulli process. It is customary to dene the sample space as S = {1,0}, where 1 denotes “Head” or “Success” and...
What are the possible applications in nursing of using the mean, median, and mode?
What are the possible applications in nursing of using the mean, median, and mode?
Shown below are the number of trials and success probability for some Bernoulli trials. Let X...
Shown below are the number of trials and success probability for some Bernoulli trials. Let X denote the total number of successes. n = 6 and p = 0.3 Determine ​P(x=4​) using the binomial probability formula. b. Determine ​P(X=4​) using a table of binomial probabilities. Compare this answer to part​ (a).
please explain 5 gaps of service quality model! as clear as possible.
please explain 5 gaps of service quality model! as clear as possible.
Explain the possible effects of the existence of uniform, distinctive, and clear party ideologies on the...
Explain the possible effects of the existence of uniform, distinctive, and clear party ideologies on the process of enacting legislation? (200 word count)
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT