Formelsammlung (PDF), mit der du fast jede Physikaufgabe meisterst ✅ Enthält 206 relevantesten Formeln✅ Ohne Vektoren und Integrale✅ Mit vielen Illustrationen✅ Fürs Physikabitur und Studium Learn more
Hooke Law: Displacement of the spring and restoring force FormulaHarmonic Oscillator (Velocity-Position Function) $$ v(x) ~=~ \sqrt{ \frac{D}{m} \, \left(A^2 - x^2\right) } $$
Hooke Law: Displacement of the spring and restoring force FormulaHarmonic Oscillator (Maximum Velocity) $$ v_{\text{max}} ~=~ \sqrt{ \frac{D}{m} } \, A $$
Hooke Law: Displacement of the spring and restoring force FormulaHarmonic Oscillator (Maximum Acceleration) $$ a_{\text{max}} ~=~ \frac{D}{m}\,A $$
Hooke Law: Displacement of the spring and restoring force FormulaHarmonic Oscillator (Velocity-Time Function) $$ v(t) ~=~ -\omega \, A \sin(\omega \, t + \varphi) $$
Hooke Law: Displacement of the spring and restoring force FormulaHarmonic Oscillator (Acceleration-Time Function) $$ a(t) ~=~ -\omega^2 \, A \, \cos(\omega \, t + \varphi) $$
Frequency of a Sinusoidal Wave FormulaHarmonic Oscillator (Frequency, Spring Constant, Mass) $$ f ~=~ \frac{1}{2\pi} \sqrt{\frac{D}{m}} $$
Hooke Law: Displacement of the spring and restoring force FormulaHarmonic Oscillator (Position-Time Function) $$ y(t) ~=~ A \cos(\omega \, t + \varphi) $$
Hooke Law: Displacement of the spring and restoring force FormulaHarmonic Oscillator (Period, Spring Constant) $$ T ~=~ 2\pi \, \sqrt{\frac{m}{D}} $$
Single Slit - Right Triangle for Momentum of an Electron FormulaUncertainty Relation (Position, Momentum) $$ \Delta x \, \Delta p ~\geq~ \frac{h}{4\pi} $$
Current-carrying wire - magnetic field lines outside FormulaCurrent-Carrying Wire (Magnetic Field Outside) $$ \class{violet}{B(}r\class{violet}{)} ~=~ \frac{\mu_0 \, I}{2\pi} \, \frac{1}{r} $$
