User:
Projection and Object in Water
Definition 
Not being able to perceive the refraction of the beam, objects under water are perceived in a different place than they actually are.
ID:(432, 0)
Refraction depending on the color of light
Image
The refractive index of glass can depend on the wavelength or frequency of light. In such cases, the glass is referred to as 'chromatic.' If it does not exhibit this property, it is called 'achromatic.'
The main issue with this property is that the focal point of a lens depends on the color of light. Therefore, an optical lens has the problem that if the eye can focus on one color, it will not be able to simultaneously focus on objects of other colors.
ID:(1626, 0)
Total Refraction in Water as seen by an Diver
Note
If the beam in a medium of less speed tries to move to a medium of greater speed in an angle such that there is no refractive angle this is fully reflected in the interface between both means.
ID:(1852, 0)
Ver con Reflexión
Storyboard
Variables
Calculations
to 
,
then, select the variable: 
to 
Calculations
Variable
Given
Calculate
Target :
Equation
To be used
Equations
Examples
Not being able to perceive the refraction of the beam, objects under water are perceived in a different place than they actually are.
Para la luz reflejada el angulo del haz respecto de la normal
The refractive index of glass can depend on the wavelength or frequency of light. In such cases, the glass is referred to as 'chromatic.' If it does not exhibit this property, it is called 'achromatic.'
The main issue with this property is that the focal point of a lens depends on the color of light. Therefore, an optical lens has the problem that if the eye can focus on one color, it will not be able to simultaneously focus on objects of other colors.
If the beam in a medium of less speed tries to move to a medium of greater speed in an angle such that there is no refractive angle this is fully reflected in the interface between both means.
ID:(294, 0)