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Animations and Simulations

A textbook picture stands still; these move. Every animation is a small lab: drag a slider, move a point, and watch nature and mathematics follow their rules. Pick a subject below.

Subjects

All animations: Physics

Grade 8–12

Refraction of light

Change the angle and watch light bend. Snell's law, refractive index, critical angle and total internal reflection, explained simply with worked examples.

Grade 9–12

Ohm's law

Adjust voltage and resistance and watch the current change. Ohm's law formula, V-I graph, series and parallel resistors, with solved problems.

Grade 11

Projectile motion

Set the launch angle and speed and trace the path. Time of flight, maximum height and range formulas, why 45° goes farthest, with solved numbers.

Grade 9–11

Simple pendulum

Change length and gravity and time the swing. Simple pendulum period T = 2π√(L/g), SHM, energy conservation and finding g, with solved numbers.

Grade 10–12

Electric field

Drop positive and negative charges and watch the field lines form. Coulomb's law, E = kq/r², units and field-line rules, with solved examples.

Grade 11–12

Wave interference

Move two wave sources and watch bright and dark fringes appear. Superposition, constructive vs destructive conditions, fringe width, solved examples.

Grade 9–11

Free Fall

What is free fall? Drop a coin and a feather with and without air. Learn the free fall formulas for time, velocity and height (g = 9.8 m/s²) with worked examples.

Grade 10–12

Lens ray diagrams

Interactive convex and concave lens ray diagrams: drag the object through all six cases, see the three principal rays, and read u, v, f, magnification and power live.

Grade 9–11

Newton's Laws of Motion

Newton's laws of motion explained with an interactive cart: inertia, F = ma, momentum, impulse and action–reaction pairs, with examples and worked problems.

Grade 10–12

Spherical mirror ray diagrams

Drag an object in front of a concave, convex or plane mirror and watch the rays find the image. Mirror formula, magnification, all six cases, solved problems.

Grade 10–12

Electromagnetic Induction

What is electromagnetic induction? Drag a bar magnet through a coil and watch a centre-zero galvanometer. Learn Faraday's law e = −N dΦ/dt and Lenz's law with worked examples.

Grade 9–11

Conservation of Momentum and Collisions

What is the conservation of momentum? Collide two carts and drag the restitution slider from a sticking e = 0 to a bouncy e = 1. See momentum and kinetic-energy bars update live, with worked examples.

Grade 9–11

Work, Energy and Power

What is work, and what are the formulas for kinetic and potential energy and power? Release a cart on a curved track, watch energy turn to heat, with worked examples.

Grade 9–11

Inclined Plane

How does a block’s weight split on a slope, what is the angle of repose, and when does friction hold a block still or let it slide? Change the angle yourself and watch the force-arrow diagram.

All animations: Chemistry

Grade 8–11

Structure of the atom

Structure of the atom explained with an interactive simulation: protons, neutrons, electrons, atomic and mass number, isotopes and electron configuration, with solved examples.

Grade 8–11

Acids, Bases and the pH Scale

What is pH and what does the pH scale show? Drip a base into an acid, watch the indicator change colour and trace a live titration curve, with worked pH problems.

Grade 9–11

Electron configuration

How to write electron configurations: Aufbau order, Pauli and Hund rules, the Cr and Cu exceptions, ions and noble-gas shorthand. Watch electrons fill, Z 1–36.

Grade 9–11

Gas laws: Boyle, Charles, Gay-Lussac, Avogadro and PV = nRT

Push a piston and heat a gas: Boyle's, Charles's, Gay-Lussac's and Avogadro's laws, the ideal gas law PV = nRT, graphs, R values and solved problems.

Grade 8–11

How an Ionic Bond Forms

What is ionic bonding, and how does a metal atom transfer electrons to a non-metal to form ions? Drop NaCl, MgO or CaCl2 into the simulation and watch charge balance derive the formula, with worked examples.

Grade 9–12

Electrolysis and Faraday’s Laws

What is electrolysis, what forms at the cathode and anode, and how does Faraday's law compute the mass deposited? Choose molten NaCl, CuSO2 or acidified water and watch, with worked examples.

Grade 9–12

Covalent Bond

What is a covalent bond? Build H₂O, NH₃, CH₄ and CO₂ atom by atom in a dot-and-cross simulation: single, double and triple bonds, lone pairs, the octet rule and bond polarity, with worked examples.

Grade 9–11

Periodic Trends

What are periodic trends? See how atomic radius, ionization energy, electronegativity and metallic character change across a period and down a group, on a heat map of the first 36 elements, with the real exceptions.

All animations: Biology

Grade 9–11

Mitosis cell division

Watch mitosis happen: interphase, prophase, metaphase, anaphase, telophase and cytokinesis in an interactive animation, with chromosome counting rules and solved problems.

Grade 8–11

Diffusion and Osmosis

Diffusion vs osmosis explained with a live particle simulation: definitions, the difference table, tonicity, plasmolysis, turgor and imbibition, with solved examples.

Grade 7–11

Photosynthesis

Photosynthesis explained: the equation, light-dependent stage, Calvin cycle and limiting factors. Change light, CO₂ and temperature in a live leaf simulation.

Grade 9–11

The human heart: structure and function

See the four chambers, valves, lub-dub sounds and a live ECG in one animated heart. Learn double circulation, the cardiac cycle and cardiac output.

Grade 10–12

Mendelian Genetics

Learn Mendel's laws with a real Punnett-square builder: monohybrid and dihybrid crosses, test crosses, incomplete dominance, blood-type codominance, and sex determination — every ratio computed live.

Grade 11–12

DNA Replication

DNA replication explained: semi-conservative copying, key enzymes, leading vs lagging strand, Okazaki fragments and the Meselson-Stahl proof — in a live simulation.

Grade 9–11

Cellular Respiration

Cellular respiration explained: aerobic vs anaerobic respiration, glycolysis, the Krebs cycle, the electron transport chain and ATP yield. Run the mitochondrion simulation and see the numbers add up.

Grade 9–11

Enzyme Action

What an enzyme is, the active site, lock-and-key vs induced-fit models, how temperature, pH and inhibitors change its rate, and the Michaelis-Menten equation — explore it live in a simulation.

Grade 10–11

The Nerve Impulse and the Action Potential

See a stimulus above threshold (-55 mV) fire an action potential that races down the axon — continuous or saltatory — and release neurotransmitter at the synapse, with the real formulas.

Grade 9–11

The Nephron and Urine Formation

See how a kidney filters about 180 litres of fluid a day yet passes only around 1.50 litres of urine — filtration, reabsorption and the glucose threshold, with the real formulas.

Grade 9–11

Meiosis Cell Division

What is meiosis, what is crossing over, and how is it different from mitosis? Run a 2n = 4 cell through prophase I to telophase II yourself, with worked examples.

Grade 9–10

Digestive System

What is digestion, which enzyme acts where, and how do villi absorb nutrients? Run food's journey from mouth to large intestine yourself, with worked examples.

All animations: Mathematics

Grade 8–10

Pythagorean Theorem

The Pythagorean theorem explained: formula a² + b² = c², two proofs you can watch, the converse, Pythagorean triples and 10 worked examples. Drag the triangle yourself.

Grade 10–11

Trigonometric Ratios and the Unit Circle

Drag a point round the unit circle and watch sin, cos and tan change. Standard angle table, ASTC signs, identities, radians and graphs, with solved examples.

Grade 9–11

Quadratic functions and their graphs

Drag the vertex and change a, b, c to see how a quadratic function graph moves. Learn factoring, completing the square, the quadratic formula and discriminant.

Grade 9–10

Circle theorems

All the circle theorems with drag-and-check diagrams: angle at the centre, same segment, semicircle, cyclic quadrilateral, chords, tangents and alternate segment.

Grade 9–10

Heights and distances: elevation and depression angles

What angle of elevation and angle of depression mean, how the height-and-distance formula works, and how two observations solve a tower's height without ever measuring it — with an interactive simulation and solved problems.

Grade 9–11

Probability: experimental vs theoretical probability

What probability means, how the sample-space formula P(E) = n(E)/n(S) works, and why experimental frequency edges closer to theoretical probability the more you flip, roll or draw — with a coin, dice and coloured-ball simulator.

Grade 10–11

Arithmetic and Geometric Sequences

Learn the arithmetic and geometric sequence formulas for the nth term and sum, Gauss's pairing trick, and the sum-to-infinity formula a/(1−r), with a drag-and-slide bar-chart simulation and worked examples.

Grade 9–10

Mean, Median and Mode

Learn the mean, median and mode formulas, why the median resists an outlier while the mean does not, and the grouped-data median/mode formulas, by dragging points on a number line, with worked examples.

Keep studying this topic

The animation made the idea click; now turn it into marks. Syllabus, suggestions, textbooks and admission-test guides are below.