Title: Physical Properties of Water and Light
1Physical Properties ofWater and Light
- Importance of water
- Water characteristics
- Nature of light
2Earth is the water planet!
- Water covers 70 of the earths surface
- 97.1 of it in the oceans
- 2.2 in polar ice caps and glaciers
- 2 in lakes and reservoirs
- Abundant in living organisms and life processes
- i.e. metabolic reactions, including
photosynthesis - The universal solvent
3Important Water Characteristics
- Polar molecule
- good solvent
- High specific heat
- good heat storage
- Hydrogen bonding
- high melting and boiling temperatures
4Characteristics, continued
- Viscosity
- Viscosity is a liquids resistance to flow
- It affects physical and biological processes
- Equilibrium concentrations of H3O (hydronium
ions) and OH- (hydroxyl ions) - 2H2O lt---gt H3O OH
- pH measurements, buffering
5Water density vs. Temperature
6Light A long journey
7Before entering the water, sunlight is
- Reflected by the atmosphere
- Absorbed and scattered by atmospheric particles
- Reflected by clouds
- Reflected by the water surface
8Upon entering the water, sunlight can be
- Scattered (water, suspended matter)
- Absorbed (water, dissolved materials, particulate
matter, or bottom sediments) - Backscattered to the surface
9Light attenuation depends onwavelength
Absorption by pure water
10Light changes with depth
11Attenuation the Lambert-Beer Law
- Iz I0 exp(-Kz) or -ln (Iz/I0) K z
- where
- z depth or distance m
- Iz light intensity at depth z
- I0 light intensity at the surface
- K attenuation coefficient m-1, which varies
- with wavelength, ?
- (K is also called e in the text)
12Lambert-Beer Math in action
Example Depth Surface 1 m 90 2
80 5 60 10 32 20 10 So, K for green
light (in this case) is approximately 0.11 /m
13Light Attenuation Case Study
14Light Attenuation Case Study
15Summary
- Physical characteristics of water fundamentally
affect the chemistry and ecology of lakes - Water is uniquely odd Hydrogen bonding, etc.
- Light in water behaves in interesting ways
- Attenuation may be constant, but light intensity
drops exponentially - By log-transforming an irradiance profile, we can
derive the attenuation coefficients