Clemson Hydro Project Describing Methods. Clemson Hydro Reactive Transport Silver dichromate forming Leisegang rings in a test tube experiment

Slides:



Advertisements
Similar presentations
Reaction Engineering in Heterogeneous Catalysis
Advertisements

Mass Transport of Pollutants
Benno Rahardyan FTSL-ITB
Subsurface Fate and Transport of Contaminants
Laminar Premixed Flames and Diffusion Flames
BASIC DESIGN EQUATIONS FOR MULTIPHASE REACTORS
Carbon Deposition in Heterogeneous Catalysis
Dongxiao Zhang Mewbourne School of Petroleum and Geological Engineering The University of Oklahoma “Probability and Materials: from Nano- to Macro-Scale”
A modified Lagrangian-volumes method to simulate nonlinearly and kinetically adsorbing solute transport in heterogeneous media J.-R. de Dreuzy, Ph. Davy,
© 2014 Carl Lund, all rights reserved A First Course on Kinetics and Reaction Engineering Class 11.
Ground-Water Flow and Solute Transport for the PHAST Simulator Ken Kipp and David Parkhurst.
Subsurface Air Flow Air is a fluid (but not a liquid) that behaves similarly to water We see pressure changes in the subsurface due to barometric pressure.
Real Reactors Fixed Bed Reactor – 1
Mass Balances. Fundamental Principle of (Dynamic) Mass Balances The rate at which something accumulates in a region of interest (a “control volume”) equals.
Reactors . ä Reactor: a “container” where a reaction occurs ä Examples: ä Clear well at water treatment plant (chlorine contact) ä Activated sludge tank.
CE 533 Groundwater Flow & Contaminant Transport Introduction and terminology.
Introduction to GW contamination and
高等輸送二 — 質傳 Lecture 3 Dispersion
Convection Convection: transfer of heat by a flowing liquid or gas
Diffusion Mass Transfer
Flow and Thermal Considerations
BIOPLUME II Introduction to Solution Methods and Model Mechanics.
Solute (and Suspension) Transport in Porous Media
© 2014 Carl Lund, all rights reserved A First Course on Kinetics and Reaction Engineering Class 22.
Monroe L. Weber-Shirk S chool of Civil and Environmental Engineering Reactors The Case of the Chlorine Contact Tank 
© 2014 Carl Lund, all rights reserved A First Course on Kinetics and Reaction Engineering Class 11.
Slides courtesy of Prof M L Kraft, Chemical & Biomolecular Engr Dept, University of Illinois at Urbana-Champaign. L21-1 Review: Heterogeneous Catalyst.
Review: Simultaneous Internal Diffusion & External Diffusion
CE 548 Introduction to Process Analysis and Selection
L20-1 Slides courtesy of Prof M L Kraft, Chemical & Biomolecular Engr Dept, University of Illinois at Urbana-Champaign. Review: Heterogeneous Catalyst.
X1t models reactive transport in groundwater flows in one linear or radial coordinate. Set initial fluid composition and mass of sorbing mineral Fe(OH)
GROUND WATER CONTAMINATION. IMPORTANCE OF GROUND WATER Approximately 99 percent of all liquid fresh water is in underground aquifers At least a quarter.
Slides courtesy of Prof M L Kraft, Chemical & Biomolecular Engr Dept, University of Illinois at Urbana-Champaign. L23-1 Dead Zone Review: Nonideal Flow.
Review: Steps in a Heterogeneous Catalytic Reaction
Specify chemical composition of fluid and formation minerals from the Initial pane. Set initial temperatureSet starting and ending times.
19 Basics of Mass Transport
Working With Simple Models to Predict Contaminant Migration Matt Small U.S. EPA, Region 9, Underground Storage Tanks Program Office.
© 2014 Carl Lund, all rights reserved A First Course on Kinetics and Reaction Engineering Class 25.
FLOW THROUGH GRANULAR BEDS AND PACKED COLUMN
Urban Water Global water aspects
(Z&B) Steps in Transport Modeling Calibration step (calibrate flow & transport model) Adjust parameter values Design conceptual model Assess uncertainty.
Review: Nonideal Flow in a CSTR
Kinetics and Reactor Design Kinetics and Reactor Design CHE-402 INSTRUCTOR: Dr. Nabeel Salim Abo-Ghander Chemical Reactions and Rate of Reactions Chapter.
© 2014 Carl Lund, all rights reserved A First Course on Kinetics and Reaction Engineering Class 25.
© 2015 Carl Lund, all rights reserved A First Course on Kinetics and Reaction Engineering Class 36.
Environmental Engineering Lecture Note Week 10 (Transport Processes) Joonhong Park Yonsei CEE Department CEE3330 Y2013 WEEK3.
Computation Geometry Governing Equations Boundary Conditions Initial Conditions Parameters, dimensionless groups Constraints, other requirements Discretization/mesh.
Clemson Hydro Heat Transport Temperature of a wolf pup.
Heat Transport Temperature of a wolf pup.
CONTAMINANT TRANSPORT MECHANISMS
© 2016 Carl Lund, all rights reserved A First Course on Kinetics and Reaction Engineering Class 40.
Clemson Hydro Diffusion Mass transfer in the absence of.
Lecture 32 Chemical Reaction Engineering (CRE) is the field that studies the rates and mechanisms of chemical reactions and the design of the reactors.
Diffusion Mass transfer in the absence of fluid motion
Heat Transport Temperature of a wolf pup.
Mass Transfer transport of one constituent from a region of higher concentration to that of a lower concentration.
Project 1. Proposal. Describe the problem you propose to analyze. Include Background: describe the problem you intend to analyze, give motivation for.
CE 3354 Engineering Hydrology
Review: What size reactor(s) to use?
Project Describing Methods.
Applied Process Simulation
Specify kinetic rate laws for mineral precipitation and dissolution (and other reaction types) on the Reactants pane. Use Arrhenius equation to calculate.
Project 1. Proposal. Describe the problem you propose to analyze. Include Background: describe the problem you intend to analyze, give motivation for.
Tutorial/HW Week #8 WRF Chapter 23; WWWR Chapters ID Chapter 14
Diffusion Mass Transfer
A First Course on Kinetics and Reaction Engineering
A First Course on Kinetics and Reaction Engineering
Residence Times Distribution for Reactors
Kinetics Patrick Cable, Dat Huynh, Greg Kalinyak, Ryan Leech, Wright Makambi, Ronak Ujla.
Convective Heat Transfer
Presentation transcript:

Clemson Hydro Project Describing Methods

Clemson Hydro Reactive Transport Silver dichromate forming Leisegang rings in a test tube experiment

Clemson Hydro Reactive Transport Conceptual A+B  C ABACB Reactions require transport

Clemson Hydro Conceptual Model A+B  C Reaction Rate Intrinsic rate Transport-- combine reactants, remove products Processes Advection Dispersion Diffusion Scale Time scale for reaction, t r Time scale for transport, t t Damkohler Numbers: t t /t r Da I : t advect /t react Da II : t disperse /t react

Clemson Hydro Reaction Locations and Mixing Bulk Material Fluid— Multi-scale mixing, dispersion, length scale Solid– Diffusion dominant Interfaces Fluid-Solid Liquid-Gas No flow at interface  diffusion Mass transfer over stagnant layer

Clemson Hydro Important Scales Time scales

Clemson Hydro Coupled effects Reaction  Transport Reaction changes K, porous media flow karst, diagenesis Reaction changes D, subsequent reaction rate Biofouling, reactor performance Heat affects reaction rate Geothermal, remediation Other chemicals, competing/synergistic reaction Bioprocesses, waste water treatment Precipitates affect density, flow Flocculation, mixtures Stress affects reaction, reduces K, flow Diagenesis, sintering Cave in Bali Biofouling in pipe Geyser in Yellowstone Styolites in limestone

Clemson Hydro Coupled effects Reaction changes K A+B  C Precipitation-Dissolution-change porosity Couple through porosity,  Kozeny-Carmen equation Verma Pruess (1988) Permeable reactors Karst

Clemson Hydro Storage Advective Flux Diffusive Flux (Fick’s Law) Dispersive Flux Source Governing Governing Equation Advection-Dispersion-Reaction c = C S =R

Clemson Hydro Simulation of Advection-Dispersion-Reaction Governing Boundary Dirichlet, Specify Conc Neuman, Specify diffusive flux Specify advective flux Cauchy, flux proportional to gradient Initial Conditions C(x,y,z,0) = C i Parameters D: hydrodynamic dispersion R: reaction rate  kinetics  fluid properties k: permeability q, P Flow, pressure T Temperature  Stress C i other conc

Clemson Hydro Idealized Conceptual Models Case 1. 1-D flow, Steady Steady state, C changes with x, not t Plug flow reactor Along streamtube/flowpath Reactive wall Case 2. Thoroughly mixed, transient Transient, C changes with t, not x Tank reactor, CSTR Pore, Pond, Lake, Atmosphere

Clemson Hydro Permeable reactive barrier Permeable material that sorbs or breaks down contaminants on contact. Metallic iron  reduce chlorinated solvents Limestone, phosphate  precipitate metals Activated carbon, zeolites  sorb contaminants Compost, mulch, sawdust  biodegradation

Clemson Hydro 1. Reaction during 1-D, steady flow Idealized Conceptual Models

Clemson Hydro Case 1. Reaction during 1-D flow Time scale for reaction Time scale for advection (travel time): Idealized Conceptual Models Characteristic length scale:

Clemson Hydro More general case other reactions, non-uniform v Distance along flowpath First-order Decay Chain Temporal changes map out to spatial zones

Clemson Hydro Non-ideal factors Preferred flowpaths Incomplete contact of reactants, affect k1 Non-ideal interface, Water, precipitates, longer diffusion time Storage along tube without reaction Matrix diffusion Reactions alter flow Precipitation, dissolution, biofilm Result: q, k 1, D change with time/space

Clemson Hydro Case 2. Reaction in mixed region CSTR, Lake, Ocean, pore xx A Idealized Conceptual Model

Clemson Hydro No reaction, k 1 =0, conservative tracer Reaction in a mixed region

Clemson Hydro Residence Time Distribution Pulse tracer test C in t C out t E t A=1 0 a

Clemson Hydro Residence Time Distribution Step tracer test C in t C out t F t CoCo CoCo 1.0

Clemson Hydro Residence Time Distribution E t F t 1.0 tmtm Moments of RTD

Clemson Hydro Diagnostics Plug Flow Column E Ideal BypassLow K zones How to use moments to diagnose?

Clemson Hydro Diagnostics Pulse input into CSTR E Ideal mixing Bypass Dead zone

Clemson Hydro Residence time and Reaction Residence time = time molecule in reactor First-order rxn only depends on residence time Other rxn also depend on mixing Macro-mixing  flow paths Micro-mixing  mechanical dispersion, diffusion

Clemson Hydro