Projectile Motion Lab
Predict range, flight time and peak height; explore complementary angles and the 45° maximum-range condition in a free physics lab.
THE SIMULATION LIBRARY
Find your lab by subject, class or chapter. Open an experiment and its guided lesson.
Predict range, flight time and peak height; explore complementary angles and the 45° maximum-range condition in a free physics lab.
Investigate T ≈ 2π√(L/g), small-angle motion, gravity and energy exchange in the pendulum simulation.
Explore Hooke’s law, period, frequency and kinetic–potential energy exchange in a guided spring–mass simulation.
Calculate circular satellite speed and period as altitude changes; explore the 400 km Earth-orbit example in the virtual lab.
Calculate V = IR, electrical power and the V–I relation in a free interactive DC resistor simulation.
Explore potential energy, the energy barrier, classically allowed regions and turning points using harmonic, double-well and finite-well models.
Explore one simplified cardiac cycle with ventricular volume, pressure changes, valve states and cardiac output for NCERT and NEET.
Watch a reversible A ⇌ B reaction approach dynamic equilibrium and examine temperature shifts, reaction quotient and forward/reverse rates.
Race a solid disk, thin hoop and solid sphere down an incline; investigate moment of inertia, static friction and energy partition.
Build principal-ray diagrams and predict image position, orientation and magnification for convex and concave thin lenses.
Map electric-field arrows, equipotential contours and a draggable probe for single, dipole and multi-charge arrangements.
Move the coefficients of a parabola and watch its vertex, axis, discriminant and real roots change in real time.
Link a rotating unit-circle radius to exact sine, cosine, quadrants, phase and frequency of their periodic graphs.
Morph between an ellipse, hyperbola and parabola; study eccentricity, foci, directrices and standard equations on a dynamic coordinate plane.
Drag the point of tangency, compare secant and tangent slopes, locate stationary points, and connect differentiation to optimization.
Shade signed area, compare Riemann sums with exact integration, and explore why negative regions subtract from a definite integral.
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