Calculating Distance and Variables for a Plaster of Paris Cannon

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SUMMARY

The discussion centers on calculating the angle required to shoot a projectile from a plaster of Paris cannon to a specified distance, factoring in variables such as air density. Key formulas mentioned include projectile motion equations, which involve initial velocity, launch angle, and gravitational acceleration. Participants emphasize the importance of understanding basic physics concepts, including mechanics, calculus, and trigonometry, to effectively apply these formulas. The user expresses a desire for foundational knowledge rather than complete solutions, indicating a proactive approach to learning.

PREREQUISITES
  • Understanding of projectile motion equations
  • Basic knowledge of air density and its effects on projectile trajectory
  • Familiarity with calculus and algebra
  • Knowledge of trigonometry for angle calculations
NEXT STEPS
  • Research the equations of motion for projectiles, including the range formula
  • Learn how to calculate the effects of air resistance on projectile motion
  • Study the principles of mechanics as outlined in "University Physics" by Sears, Zemansky, & Young
  • Explore advanced topics in calculus related to optimization problems in physics
USEFUL FOR

This discussion is beneficial for aspiring engineers, physics students, hobbyists interested in projectile dynamics, and anyone involved in designing or optimizing projectile-launching devices.

mrkrupa
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I have a cannon that fires blocks of plaster of paris

what are the basic formulaes that i need in order to be able to calculate the angle in order to shoot a projectile a specified distance. I want to take as many variables into account such as air density and so forth (please give values) so that i can set up my cannon and shoot it into a target area

Is there any Formulaes and variables that i need to account for to do this


I am not asking anyone to do my math and physics for me i just want the basic stepping stones


Thanks Ski

PS I really love being able to figure out problems like these it makes me feel like an engineer and if i was not going into the Air Force as a Pararescueman I would consider a field like this
 
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Most people learn this when they study from University Physics, by Sears, Zemansky, & Young, the edition which includes mechanics, heat, & sound. You need to understand some simple Calculus, the intermediate level of Algebra, and some Trigonometry.
 
Obviously but i was wondering if i could get a few formulas and a couple explanations

I know of one way that I can do it quadraticaly but I don't understand the others
 

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