Android/iOS including handphones/Tablets/iPads

Title Modified Date
10.2.4 Horizontal Spring Mass Model Acceleration versus Position JavaScript HTML5 Applet Simulation Model 25 May 2017
10.2.5 Example Spring (k=9 N/m) - Mass (m=1 kg) model x0=0, v0 =6 Position versus time JavaScript HTML5 Applet Simulation Model 25 May 2017
10.2.6 Example Spring (k=9 N/m) - Mass (m=1 kg) JavaScript HTML5 Applet Simulation Model 25 May 2017
10.2.7 Example Spring k=(π^2)/9 N/m, mass m=1 kg model versus Time for t = 1.5 Period JavaScript HTML5 Applet Simulation Model 25 May 2017
10.2.8 Example Spring k=(π^2)/25 N/m) mass m=1 kg model versus Time JavaScript HTML5 Applet Simulation Model 25 May 2017
10.2.9 Example Spring (k=(π^2)/4 N/m) - Mass (m=1 kg) model versus Time 25 May 2017
10.2.10 Example Spring (k=16 N/m) - Mass (m=1 kg) model Velocity versus Position JavaScript HTML5 Applet Simulation Model 25 May 2017
10.2.11 Example Vertical Spring Mass JavaScript HTML5 Applet Simulation Model 25 May 2017
10.2.12 Example Vertical Spring Mass Model Position y = 7m JavaScript HTML5 Applet Simulation Model 25 May 2017
10.2.13 Experimental Investigation of Vertical Oscillator Model Position y = 2 JavaScript HTML5 Applet Simulation Model 25 May 2017
10.3 Variation with Time of Energy in Simple Harmonic Motion JavaScript HTML5 Applet Simulation Model 25 May 2017
10.4(b) Variation with displacement of energy in simple harmonic motion JavaScript HTML5 Applet Simulation Model 25 May 2017
10.4.3 Example JavaScript HTML5 Applet Simulation Model 25 May 2017
10.5 Example of investigation of motion of an oscillator using experimental and graphical method HTML5 Applet Simulation Model 25 May 2017
10.6 Degrees of Damping HTML5 Applet Simulation Model 25 May 2017
10.6.4.2 Moving-coil meters HTML5 Applet Simulation Model 25 May 2017
10.7 Forced Oscillations and Resonance HTML5 Applet Simulation Model 25 May 2017
Block and Spring on an Inclined Plane JavaScript HTML5 Applet Simulation Model by Wolfgang Christian 25 May 2017
Harmonic Oscillator Virtual Lab HTML5 Applet Simulation Model 25 May 2017
10.7.4 The response of the oscillatory system depends on the value of the frequency of the periodic force HTML5 Applet Simulation Model 25 May 2017
Brownian Motion Gas Model 25 May 2017
Ideal Gas Model based on Kinetic Theory of Gas 25 May 2017
Three states of matter model 25 May 2017
Brownian Motion Gas Model Secondary 25 May 2017
Amazing Pendulum Wave Effect JavaScript Model Simulation Applet HTML5 25 May 2017