- Parent Category: 02 Newtonian Mechanics
- Category: 01 Kinematics
- Created: Wednesday, 02 May 2018 09:45
- Last Updated: Monday, 17 December 2018 16:12
- Published: Wednesday, 02 May 2018 09:45
- Written by Fremont
- Hits: 5410
|with best with||Chrome||Chrome||Chrome||Chrome|
|support full-screen?||Yes. Chrome/Opera No. Firefox/ Samsung Internet||Not yet||Yes||Yes|
Fu Kwun Hwang; Fremont Teng; Lawrence Wee
Sample Learning Goals
Reaction time (RT) is the elapsed time between the presentation of a sensory stimulus and the subsequent behavioral response. Imagine that you are driving on the high way, and suddenly, you see the brake light of the car in front of you just turned on. You will of course try to hit the brakes to slow down your car. But, there is a small time delay before you really do that and that is your reaction time. During that period of your reaction time, your car is still moving at the same HIGH speed!
So, what is the minimum distance between the front of your car and the rear of the car before yours? Assume that both cars need the same distance to fully stopped, the minimum distance is the velocity of your car multiply by your reaction time.
Click on the Play button to start the red car which will move with an initial velocity selectable from the slider bar.
The traffic light will turn from green to yellow, then to red at a randomly generated time interval.
Click on the brake button when you see the red light turned on.
The green, yellow and red arrows indicate the car's position when the green, yellow and red light started turned on.
The black and blue arrows indicate the car's position when you hit the brake and the position when the car is fully stopped.
The distance between the RED and BLACK arrows is the minimum distance to keep.
Your reaction time, brake time/distance are all shown in the text field.
Tabbed Panel and Options
Running the Simulation using Buttons
Toggling Full Screen
Resets the simulation.
- http://www.phy.ntnu.edu.tw/ntnujava/index.php?topic=2306. Java version by Hwang Fu-Kwun and lookang
- http://www.phy.ntnu.edu.tw/ntnujava/index.php?topic=137 Java version by Hwang Fu-Kwun