Preparation for CDOM absorption lab (spectrophotometry) Mary Jane Perry.

Slides:



Advertisements
Similar presentations
Beers Law and Spectrophotometry Tristan Ursell APh 162 California Institute of Technology.
Advertisements

Introduction to Spectrophotometry & Beer’s Law
Spectrophotometric Determination of Iron Using 1,10-Phenanthroline
Determination of Concentration Using Spectrophotometry
Colorimetry & Spectrophotometry.
Smoking in Lab: Some Chemistry Behind It Nature’s kitchen for some really interesting chemicals.
Spectrophotometry Chapter 17, Harris
Introduction to Spectrophotometry
B EER ’ S L AW P0P0. U SES OF B EER ’ S L AW - Relates concentration to the optical measurement of ‘absorbance’ - combined with spectrophotometry can.
Introduction to Spectrophotometry
SPECTROPHOTOMETRY cont.. Application qualitative A Absorbance spectrum.
Lecture 2b. Electromagnetic Spectrum Visible range: = nm Ultraviolet: = nm Low energyHigh energy.
Scanning spectrophotometry and spectrophotometric determination of concentration BCH 333 [practical]
Introduction to Instrumental Analysis - Spectrophotometry
Determination of Concentration Using Spectrophotometry
Spectrophotometry and Plotting of Calibration Curve
Spectrophotometry August 2011 SLCC/UVU STEP grant workshop.
IOPs of suspended sediments in rivers and coastal margins: Towards modeling turbid-water photochemistry from space Margaret L. Estapa University of Maine.
Let’s Talk About Beer Beer’s Law and Concentrations.
Experiment : Solutions Preparation, Part 2
Oximeter What It Does How It Works Dr. Frank Walmsley.
SPECTROPHOTOMETRY. Determines concentration of a substance in solution by Measures light absorbed by solution at a specific wavelength by using spectrophotometer.
OU NanoLab/NSF NUE/Bumm & Johnson Spectrophotometry Key Concepts Lambert’s Law of Absorption Beer’s Law Beer-Lambert Law Absorption Cross-Sections Photometric.
Chlorophyll Results Ocean Optics 2004 Mike Sauer & Eric Rehm.
Colorimetry & Spectrophotometry
SPECTROPHOTOMETRY IN BIOTECHNOLOGY
Determining the Concentration of a Solution: Beer’s Law
SPECTROPHOTOMETRY IN BIOTECHNOLOGY. TOPICS Spectrophotometers in Biotechnology Light and its Interactions with Matter Spectrophotometer.
Exp. 18: Spectrophotometric Analysis: Concentration of a Solution Using Beer’s Law White light violet (400nm) – red (800nm) “visible spectrum” sample (light.
Introduction to Spectrophotometry
LIGHT ABSORPTION SPECTROSCOPY colorimetric analysis of nmol samples of macromolecules Prof. Eric Wickstrom.
Introduction to Spectrochemical Methods
More Solutions Stuff! Raoult’s Law (volatile)
  Examining how much light is absorbed by a compound’s sample at various wavelengths  Spectrum peaks—  Indicates the wavelengths associated with electrons’
Determination of Concentration Using Spectrophotometry
Introduction to Spectrophotometry & Beer’s Law
Experiment: Solutions Preparation, Part 1 1CHE116.
Measuring Enzyme Activity Using Spectrophotometry (Beer’s Law)
11 Instrumental Analysis Tutorial By the end of this session the student should be able to: 1.Use mathematical formulae to calculate absorbance,
Spectrophotometry at a Glance
Lab 4 Scattering. Samples: Platymonas * Chaetoceros * Arizona 'Dust' *Wikipedia Damariscotta River Estuary.
Absorption spectrum and spectrophotometric determination of concentration Experiment 1.
Utilizing Spectrophotometry in Life Science Date: Subject:
Investigating the relationship between Molar Concentration and Absorbance of Light Beer’s Law Link to spec 20 video.
Theory of Spectrophotometry
Pre-Lab Rate Law Determination of the Crystal Violet Reaction
Introduction to Spectrophotometry
SPECTROPHOTOMETRY.
Spectroscopy Techniques
Beer-Lambert law Gihan Gawish.Dr.
Principles and practice of Spectrophotometer
Colorimetry GT Chemistry 5/13/15.
Introduction to Spectrophotometry
Estimation of analyte concentration on the basis of light absorption
Beer’s Law P0 Uses of Beer’s Law
Introduction to Spectrophotometry
AC-9/AC-S data analysis from CDOM Lab
Spectroscopy Chem honors.
Beer’s Law Colorimetry Colligative Properties Review
Lecture 2b Beer’s Lambert Law.
Assignment #5 Absorption Due 3/3/11.
Lab# 1 Scanning spectrophotometry and spectrophotometric determination of concentration BCH 333 [practical]
Let’s Talk About Beer’s Law
SPECTROPHOTOMETRY Applied Chemistry.
Beer's- Lambert Law and Standard Curves of concentrations
Let’s Talk About Beer’s Law
Sample AP Model Drawing Question
Solution Preparation Experiment
Spectrophotometry A method to determine concentration of a species exploiting the absorption of EMR.
Directions: Answer the following questions on A. P
Presentation transcript:

Preparation for CDOM absorption lab (spectrophotometry) Mary Jane Perry

Major absorbers in seawater are: * water * CDOM – chromophoric or color-absorbing dissolved organic matter * absorbing particles CDOM has an operational definition: * absorption of water that has been passed through a filter (0.2  m plastic filter or G/FF filter, nominally 0.7  m) – collodial gels – viruses – small prokaryotes – small eukaryotes that “ wiggle ” through filter * minus a blank and sometimes forced = zero at 715 nm

Today’s lab: 2 ways to look at CDOM absorption * bench-top spectrophotometer, from 200–800 nm * in-water ac9, from 412–676 nm (8 wavebands) Examine: filter size (0.2 and ~ 0.7 microns); note freshly filtered scattering (with integrating sphere and ac9 “c” vs. “a” tube) role of blanks contribution of salts at UV wavelengths magnitude and spectral slope (S) as way to characterize – S ( – REF ) a CDOM ( ) = a CDOM ( REF ) e please correct handout, p. 6

blanks

Beer ’ s Law: within linear range, quantitative relationship with concentration: I n = I 0 exp-(  c  L) I n / I 0 = exp-(  c  L) ln (I n / I 0 ) = -(  c  L)  is the molar absorption coefficient (m 2 mole -1 ) c is the concentration of the dye (mole m -3 ) L is the path length that the light must travel (m) we combine  and c into a, absorption coefficient (m -1 ) ln (I n / I 0 ) = -(  c  L) = -( a  L) plot: I n / I 0 vs. c ln I n / I 0 vs. c

I n = I 0 exp-(  c  L) I n / I 0 = exp-(  c  L) ln (I n / I 0 ) = -(  c  L) = -( a  L) Chemists and spectrophotometers ln (I 0 / I n ) = (  c  L) transform to log 10 : A =  ln(I 0 /I n ) = 0.434( a  L) conversion between spectrophotometer and ac9: a = A  (0.434  L) -1 =  A  L -1 (caution: L for the spec is in cm; convert to m)

Spectrophotometer – example with single monochromator In lab, also spec with two monochromators; integrating sphere; and 1- and 10-cm pathlenths

Variants * water 1. water collected beyond mouth of DRE 2. Damariscotta River Estuary water (dock) 3. Biscaye Pond freshwater * blanks – tap, RO, Milli-Q * filtered through G/FF (~0.7  m) and 0.2  m filters * pathlength (1 and 10 cm pathlength, vs. 25 cm with ac9) * integrating sphere for scattering Assignments – coordinate data * with your group * among spec groups * between spec and ac9 labs