Phase velocity of a wave crest FormulaPhase Velocity of a Wave (Wavelength, Period) $$ \class{blue}{ v_{\text p} } ~=~ \frac{ \class{red}{ \lambda } }{ T } $$
Phase velocity of a wave crest FormulaWave (Phase Velocity, Frequency, Wavelength) $$ v_{\text p} ~=~ \lambda \, f $$
Biconcave Lens With Radius of Curvature and Focal Length FormulaBiconcave Lens (Focal Length, Refractive Index, Radius of Curvature) $$ \frac{1}{f} ~=~ \frac{n_{\text L} - n_{\text M}}{n_{\text M}} \, \left( \frac{1}{R_1} - \frac{1}{R_2} \right) $$
Video Level 2 (without higher mathematics)Classical Double-Slit Experiment explained simply in 16 minutes! In this video, Young's double-slit experiment with light is explained in a simple way. How the interference pattern of the double-slit is formed and which role light diffraction plays.
Destructive Interference - Superposition of two sine waves FormulaDestructive Interference Condition (Path Difference) $$ \Delta s ~=~ \left( m - \frac{1}{2} \right) \, \lambda $$
Constructive Interference of Two Sine Waves FormulaCondition for Constructive Interference (Path Difference, Wavelength) $$ \Delta s ~=~ m \, \lambda $$
Double-slit Experiment - interference pattern on the screen LessonLevel 2 (without higher mathematics)Double-Slit Experiment with Light Young's double-slit experiment with light. You learn how the interference pattern of the double-slit is formed and which role light diffraction plays.
Double-slit Experiment - distance, angle, right triangle FormulaDouble slit experiment (wavelength, path difference, slit distance) $$ \Delta s ~=~ \frac{x \, g}{a} $$
Reflection of light on the water surface CourseLevel 2 (without higher mathematics)Fundamentals of optics Here you will learn the basics of geometrical and wave optics. With this you can describe the behavior of light of our everyday life.
Phase velocity of a wave crest FormulaPhase Velocity of a Wave (Frequency, Wave Number) $$ \class{blue}{ v_{\text p} } ~=~ \frac{\omega}{k} $$
Thin lens - object width, image width, focal length FormulaLens Equation (Focal Length, Image and Object Width) $$ f ~=~ \frac{ b \, g}{ g + b } $$
Speed of light in a medium FormulaSpeed of Light in Medium (Refractive Index) $$ c_{\text m} ~=~ \frac{c}{n} $$