Beer's Law Optical Depth at Timothy Trimble blog

Beer's Law Optical Depth. The probability/s that a molecule in state 1 exposed to radiation of spectral density ρ(ν) [j/(cm3hz)] will absorb a quantum hν and pass. The optical depth for a slant path is τ′ = mτ, where t refers to a. The diagram below shows a beam. Many compounds absorb ultraviolet (uv) or visible (vis.) light.

KU UVVis Spectrophotometer
from www.cheric.org

Many compounds absorb ultraviolet (uv) or visible (vis.) light. The optical depth for a slant path is τ′ = mτ, where t refers to a. The diagram below shows a beam. The probability/s that a molecule in state 1 exposed to radiation of spectral density ρ(ν) [j/(cm3hz)] will absorb a quantum hν and pass.

KU UVVis Spectrophotometer

Beer's Law Optical Depth The probability/s that a molecule in state 1 exposed to radiation of spectral density ρ(ν) [j/(cm3hz)] will absorb a quantum hν and pass. Many compounds absorb ultraviolet (uv) or visible (vis.) light. The diagram below shows a beam. The probability/s that a molecule in state 1 exposed to radiation of spectral density ρ(ν) [j/(cm3hz)] will absorb a quantum hν and pass. The optical depth for a slant path is τ′ = mτ, where t refers to a.

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