Chronophotography

Collection of chronophotographs for studying motion

Chronophotography allows you to visualize different positions of a moving object in a single image. The time interval (dt) between each position is indicated.

What is chronophotography?

Chronophotography is a photographic technique that involves capturing multiple images of a moving object at regular intervals and superimposing them on a single image. This method, invented by Étienne-Jules Marey in the 19th century, allows for detailed study of motion. Today a smartphone can produce these sequences directly, since its camera relies on the same image sensor described in our complete guide to smartphone sensors to record each frame.

How to use these images with FizziQ?

  1. Download the image by right-clicking on it
  2. Import it into FizziQ Web via the chronophotography tool
  3. Use the indicated time interval (dt) to calibrate your analysis
  4. Point the successive positions of the object
  5. Analyze the trajectory, velocity, and acceleration
Jules Marey - Bicycle

Jules Marey - Bicycle

dt = 250 ms

Historic chronophotograph by Étienne-Jules Marey showing a cyclist. This pioneering technique revolutionized the study of motion.

Football

Football

dt = 33 ms

Football kick showing the trajectory of the ball and the player's movement.

Badminton

Badminton

dt = 33 ms

Badminton smash capturing the rapid movement of the racket and shuttlecock.

Diving

Diving

dt = 66 ms

Acrobatic dive showing the different phases of the jump.

Juggler

Juggler

dt = 33 ms

Parabolic trajectories of juggling balls.

Skier

Skier

dt = 66 ms

Skier descending on a snowy slope.

Cyclist

Cyclist

dt = 100 ms

Movement of a cyclist on track.

Cycloid

Cycloid

dt = 33 ms

Cycloid trajectory of a point on a moving wheel.

Pendulum

Pendulum

dt = 33 ms

Oscillations of a simple pendulum.

Golf

Golf

dt = 66 ms

Golf swing showing the rotation of the club and the trajectory of the ball.

Collision

Collision

dt = 66 ms

Collision between two objects illustrating the conservation of momentum.

Parabola

Parabola

dt = 33 ms

Parabolic trajectory of a projectile in free fall.