Mirrors Flashcards
Know where real and virtual images are for mirrors
rays converge in front –> real; rays converge behind —> virtual
What happens to img if it’s behind point of curvature and focal point of concave mirror?
real img, smaller, inverted (-M)
What happens to img if it’s at point of curvature of concave mirror?
real img, same size, inverted (-M)
What happens to img if it’s in b/w point of curvature and focal point of concave mirror?
real img, bigger, inverted (-M)
What happens to img if it’s at focal point of concave mirror?
no img
What happens to img if it’s in front of focal point of concave mirror?
virtual img, bigger, upright (+M)
Do rays con/diverge for concave/vex mirrors?
concave mirrors converge, convex mirrors diverge
What happens to img if it’s in front of a convex mirror?
virtual img, upright, smaller
Formulas for unifying eqn mirrors/lenses thingy
1/f = 1/di + 1/do; M = hi/ho = -di/do; f = R/2
What does M (magnification) tell you?
+ = upright, - = inverted; abs(value) < 1 —> smaller, abs(value) > 1 —> bigger, abs(value) = 1 —> same
Pos/neg f and r mean what?
Pos = converging mirror (ie. concave) Neg = diverging mirror (ie. convex)
Pos/neg di/o mean what?
pos = front of mirror (ie. real), neg = behind mirror (ie. virtual)
Focal length and its formula
Distance b/w focal point and mirror; f = r/2 (focal point is basically the half distance b/w center of curvature and mirror)
r=radius of curvature which is the distance b/w center of curvature and mirror
How do you know if img is real or virtual from calculation?
Not sure if you can from calculation but if you calculate the img is real (ie. Pos di/do) then real imgs = ALWAYS inverted for mirrors
Spherical aberration vs chromatic aberration vs dispersion
Blurring of periphery due to inadequate reflection of parallel beams at edge of mirror or inadequate refraction of parallel beams at edge of lens vs dispersive effect within a lens vs when various wavelengths of light separate from e/o (ex: white light splitting into different colors thru a prism; this can happen during diffraction or refraction)