Snell-Descartes Law
Refraction and Reflection of Light:
°Snell-Descartes Laws for Refraction: The incident ray and the refracted ray are located in the same plane, on either side of the normal, which is also in this plane.
The angles of incidence i1 and refraction i2 satisfy the relationship: n1 x sin i1 = n2 x sin i2
n1: refractive index of the first medium
n2: refractive index of the second medium
This law allows in particular to determine the refractive index of a medium.
°Snell-Descartes Laws for Reflection:
The incident ray and the reflected ray are located in the same plane, on either side of the normal, which is also in this plane. The angles of incidence i1 and reflection ir satisfy the relationship: i1 = ir
The Dispersion of White Light:
°Interpretation of the dispersion phenomenon using a prism: The refractive index of a dispersive medium depends on the wavelength of the radiation passing through it. The application of Snell-Descartes laws for refraction allows interpreting the dispersion phenomenon.
Snell-Descartes Law
Refraction and Reflection of Light:
°Snell-Descartes Laws for Refraction: The incident ray and the refracted ray are located in the same plane, on either side of the normal, which is also in this plane.
The angles of incidence i1 and refraction i2 satisfy the relationship: n1 x sin i1 = n2 x sin i2
n1: refractive index of the first medium
n2: refractive index of the second medium
This law allows in particular to determine the refractive index of a medium.
°Snell-Descartes Laws for Reflection:
The incident ray and the reflected ray are located in the same plane, on either side of the normal, which is also in this plane. The angles of incidence i1 and reflection ir satisfy the relationship: i1 = ir
The Dispersion of White Light:
°Interpretation of the dispersion phenomenon using a prism: The refractive index of a dispersive medium depends on the wavelength of the radiation passing through it. The application of Snell-Descartes laws for refraction allows interpreting the dispersion phenomenon.