the ball or whatever object that is thrown has air resistance so it makes it go farther or slower and that's how its related
Gravity pulls the projectile down towards the ground, affecting its trajectory. Air resistance acts against the forward motion of the projectile, slowing it down as it travels through the air. These forces must be accounted for when designing and using a catapult for accurate targeting.
A catapult typically experiences two main forces: the tension force generated by the pulling back of the catapult arm and the gravitational force acting on the projectile once it is launched. Additional forces may include air resistance and friction.
Mass acceleration and air resistance are related by Newton's second law of motion. As an object accelerates, air resistance acts in the opposite direction, slowing down the object. The greater the air resistance, the more it counteracts the acceleration of the object.
In a torsion catapult, the main forces that act upon it are the torsional force applied to the twisted rope or spring when it is released, the gravitational force pulling the projectile downward, and air resistance opposing the motion of the projectile through the air. The torsional force causes the arm of the catapult to rotate and launch the projectile forward.
Air resistance is directly related to the surface area of an object - the larger the surface area, the greater the air resistance encountered by the object as it moves through the air. This is because more surface area means more air molecules coming into contact with the object, resulting in a greater force opposing the object's motion.
The potential energy of the elasticity of the catapult material, air resistance, gravity.
Gravity pulls the projectile down towards the ground, affecting its trajectory. Air resistance acts against the forward motion of the projectile, slowing it down as it travels through the air. These forces must be accounted for when designing and using a catapult for accurate targeting.
A catapult typically experiences two main forces: the tension force generated by the pulling back of the catapult arm and the gravitational force acting on the projectile once it is launched. Additional forces may include air resistance and friction.
Mass acceleration and air resistance are related by Newton's second law of motion. As an object accelerates, air resistance acts in the opposite direction, slowing down the object. The greater the air resistance, the more it counteracts the acceleration of the object.
In a torsion catapult, the main forces that act upon it are the torsional force applied to the twisted rope or spring when it is released, the gravitational force pulling the projectile downward, and air resistance opposing the motion of the projectile through the air. The torsional force causes the arm of the catapult to rotate and launch the projectile forward.
A catapult will launch a marshmallow the fastest at an angle of approximately 45 degrees. This angle optimizes the trade-off between vertical and horizontal velocity components, maximizing the distance and speed of the projectile. However, factors such as air resistance and the specific design of the catapult may slightly alter the optimal angle in practice.
Air resistance is directly related to the surface area of an object - the larger the surface area, the greater the air resistance encountered by the object as it moves through the air. This is because more surface area means more air molecules coming into contact with the object, resulting in a greater force opposing the object's motion.
You use a catapult to launch things into the air.
they were used to launch air craft
A lighter object will generally go farther in a catapult because it can be launched with more speed due to its lower mass. The lighter object requires less force to accelerate and it experiences less air resistance during flight, allowing it to travel farther.
Generally, smaller objects tend to travel further when fired from a catapult compared to larger objects. This is because smaller objects have less air resistance and mass, allowing them to be propelled with more speed and efficiency.
The optimal launch angle for a catapult to achieve maximum range is typically around 45 degrees. This angle balances the vertical and horizontal components of the projectile's motion, maximizing distance. However, factors such as air resistance and the specific design of the catapult can slightly alter this ideal angle. For practical applications, testing different angles may yield the best results.