physics::kinematics Namespace Reference

Namespace of kinematics (physics) More...

Functions
auto	calculate_path (double speed, double time) -> double
	Calculates the path. More...
auto	calculate_speed (double path, double time) -> double
	Calculates the speed. More...
auto	calculate_time (double path, double speed) -> double
	Calculates the time. More...
auto	calculate_final_velocity (double initial_velocity, double acceleration, double time) -> double
	Calculates the final velocity. More...
auto	calculate_final_position (double initial_position, double initial_velocity, double acceleration, double time) -> double
	Calculates the final position. More...
auto	calculate_acceleration_of_rectilinear_motion (double start_speed, double end_speed, double time) -> double
	Calculates the acceleration of rectilinear motion. More...
auto	calculate_speed_of_rectilinear_motion (double end_speed, double acceleration, double time) -> double
	Calculates the speed of rectilinear motion. More...

Detailed Description

Namespace of kinematics (physics)

Todo:

Add more kinematics equations

Function Documentation

calculate_acceleration_of_rectilinear_motion()

auto physics::kinematics::calculate_acceleration_of_rectilinear_motion	(	double	start_speed,
		double	end_speed,
		double	time
	)		-> double

Calculates the acceleration of rectilinear motion.

Equally variable motion is a motion in which, over any equal periods of time, a material point changes its speed by the same amount. Acceleration is calculated by the formula \(a = \frac{V - V_{0}}{t}\), where v0 and v are the initial and final speed of the body, t is the time of movement

Parameters

[in]	start_speed	The start speed
[in]	end_speed	The end speed
[in]	time	The time

Returns

The acceleration of rectilinear motion.

calculate_final_position()

auto physics::kinematics::calculate_final_position	(	double	initial_position,
		double	initial_velocity,
		double	acceleration,
		double	time
	)		-> double

Calculates the final position.

This function is based on the kinematics equation: s = u*t + 0.5 * a * t^2 where:

• s - final position (m)
• u - start speed (m/s)
• a - acceleration (m/s^2)
• t - time (s)

Parameters

[in]	initial_position	The initial position
[in]	initial_velocity	The initial velocity
[in]	acceleration	The acceleration
[in]	time	The time

Returns

The final position.

calculate_final_velocity()

auto physics::kinematics::calculate_final_velocity	(	double	initial_velocity,
		double	acceleration,
		double	time
	)		-> double

Calculates the final velocity.

This function is based on the basic kinematics equation: v = u + at where:

• v - final velocity (m/s)
• u - start speed (m/s)
• a - acceleration (m/s^2)
• t - time (s)

Parameters

[in]	initial_velocity	The initial velocity
[in]	acceleration	The acceleration
[in]	time	The time

Returns

The final velocity.

calculate_path()

auto physics::kinematics::calculate_path	(	double	speed,
		double	time
	)		-> double

Calculates the path.

This function is based on basic formula: S = v * t where:

• S - path (m)
• v - speed (m/s)
• t - time (s)

Parameters

[in]	speed	The speed
[in]	time	The time

Returns

The path.

calculate_speed()

auto physics::kinematics::calculate_speed	(	double	path,
		double	time
	)		-> double

Calculates the speed.

This function is based on basic formula: S = v * t where:

• S - path (m)
• v - speed (m/s)
• t - time (s)

Parameters

[in]	path	The path
[in]	time	The time

Returns

The speed.

calculate_speed_of_rectilinear_motion()

auto physics::kinematics::calculate_speed_of_rectilinear_motion	(	double	end_speed,
		double	acceleration,
		double	time
	)		-> double

Calculates the speed of rectilinear motion.

To calculate speed, you can use the formula V0 + a * t, where v is speed, t is time.

Parameters

[in]	end_speed	The end speed
[in]	acceleration	The acceleration
[in]	time	The time

Returns

The speed of rectilinear motion.

calculate_time()

auto physics::kinematics::calculate_time	(	double	path,
		double	speed
	)		-> double

Calculates the time.

This function is based on basic formula: S = v * t where:

• S - path (m)
• v - speed (m/s)
• t - time (s)

Parameters

[in]	path	The path
[in]	speed	The speed

Returns

The time.