Example 1
Force (Newtons): 20 N; Time (seconds): 3 s; Mass (kilograms): 2 kg; Initial Velocity (m/s): 0 m/s
Impulse (Ns): 60 Ns; Change in Momentum (kg m/s): 60 kg m/s; Final Velocity (m/s): 30 m/s
Calculates impulse (force times time) and relates it to the change in momentum. It helps understand the relationship between force, time, mass, and velocity in physics.
Start with your values, or try a preset.
Enter Force (Newtons), Time (seconds), Mass (kilograms), and Initial Velocity (m/s) in the units shown.
Read Impulse (Ns), Change in Momentum (kg m/s), and Final Velocity (m/s) in the results panel. Results update as you change the inputs.
Choose a preset to load an example, then adjust the values for your situation.
See the inputs and their calculated results.
Force (Newtons): 20 N; Time (seconds): 3 s; Mass (kilograms): 2 kg; Initial Velocity (m/s): 0 m/s
Impulse (Ns): 60 Ns; Change in Momentum (kg m/s): 60 kg m/s; Final Velocity (m/s): 30 m/s
Force (Newtons): 5 N; Time (seconds): 4 s; Mass (kilograms): 10 kg; Initial Velocity (m/s): 5 m/s
Impulse (Ns): 20 Ns; Change in Momentum (kg m/s): 20 kg m/s; Final Velocity (m/s): 7 m/s
Force (Newtons): 15 N; Time (seconds): 1 s; Mass (kilograms): 3 kg; Initial Velocity (m/s): 10 m/s
Impulse (Ns): 15 Ns; Change in Momentum (kg m/s): 15 kg m/s; Final Velocity (m/s): 15 m/s
Find calculators for chemistry, biology, lab dilution, concentration, osmolarity, genetics, physics, and experimental planning.
Continue with another tool on a related topic.
Calculates the horizontal angle (azimuth) of a celestial body or a point relative to a reference direction (e.g., North).
Analyzes forces and distances in a lever system based on the fulcrum position.
Calculates electrical power using voltage, current, and resistance, based on the formulas P=VI, P=I²R, and P=V²/R.
Calculates the component values (e.g., in L-networks) needed to match impedances for maximum power transfer.