Faculty of Applied Engineering and Urban Planning Civil Engineering Department Soil Mechanics ECGD3303 2D Seepage (Cont.) Lecture 13 Week 8 1 st Quadester.

Slides:



Advertisements
Similar presentations
ENV-2E1Y: Fluvial Geomorphology:
Advertisements

ECGD 4122 – Foundation Engineering
Faculty of Applied Engineering and Urban Planning Civil Engineering Department Soil Mechanics ECGD3303 Grain Size Analysis Lecture 2 Week 1 1 st Quadester.
Contemporry Engineering Economics, 4 th edition, © 2007 Equivalence Calculations with Continuous Payments Lecture No.12 Chapter 4 Contemporary Engineering.
ABET 2000 Preparations CE En Department August, 2000.
Economic Equivalence Lecture No.3 Professor C. S. Park
School of Civil Engineering FACULTY OF ENGINEERING Lecture 14: Design Study 2 Millwood & Gaunless Flood Alleviation Schemes Dr Andrew Sleigh Dr Cath Noakes.
Faculty of Applied Engineering and Urban Planning Civil Engineering Department Soil Mechanics ECGD3303 Atterberg's Limits Lecture 4 Week 2 1 st Quadester.
Universal college engineering & technology
ECGD 4122 – Foundation Engineering
ECGD 4122 – Foundation Engineering
LINTON UNIVERSITY COLLEGE SCHOOL OF CIVIL ENGINEERING
Lecture No.11 Chapter 4 Contemporary Engineering Economics Copyright © 2010 Contemporary Engineering Economics, 5th edition, © 2010.
Faculty of Applied Engineering and Urban Planning Civil Engineering Department Spatial Data Analysis ECGS5104 Syllabus Lecture 1 Week 2 1 st Semester 2008/2009.
Syllabus Faculty of Applied Engineering and Urban Planning Civil Engineering Department Lecture - Week 1 2 nd Semester 2007/2008 UP Copyrights 2007 Introduction.
Syllabus Faculty of Applied Engineering and Urban Planning Civil Engineering Department Lecture - Week 1 2 nd Semester 2008/2009 UP Copyrights 2008 Introduction.
Faculty of Applied Engineering and Urban Planning Civil Engineering Department Soil Mechanics ECGD3303 Weight-Volume Relationships Lecture 3 Week 2 1 st.
Coordinate Geometry and Traverse Surveying Faculty of Applied Engineering and Urban Planning Civil Engineering Department Lecture 8 - Week 5 2 nd Semester.
9. Seepage (Das, chapter 8) Sections: All except 8.2, 8.6, 8.7, 8.8, 8.9.
Contemporary Engineering Economics, 6 th edition Park Copyright © 2016 by Pearson Education, Inc. All Rights Reserved Life-Cycle Cost Analysis Lecture.
Fluid Mechanics Lecture 2 Instructor: Prof. Zaher Kuhail Eng. Tamer A. Eshtawi Eng. Tamer A. Eshtawi Faculty: Engineering Department: Civil Engineering.
Permeability in soils How fast does water travel trough soils? By Eduardo Suescún PhD Candidate, GK-12 Fellow Civil Engineering Department NYU-POLY.
Q UESTION Lecture 7: Philadelphia University Faculty of Engineering Department of Civil Engineering First Semester, 2013/2014.
FLOW NETS Bernoulli's Equation Elevation Head, m Fluid Pressure Head, m Velocity Head, m water travels very slowly through soil as opposed to channel flow.
Faculty of Applied Engineering and Urban Planning
HB Koh, 20 February 2012 BFC Integrated Design Project (IDP) Faculty of Civil and Environmental Engineering Semester 1, Session 2013/2014.
1 Faculty of Applied Engineering and Urban Planning Civil Engineering Department ECGD3110 Numerical Analysis Lecture 11 1 st Semester 2009/2010 UoP Copyrights.
SOIL-MECHANICS (BCE3303) Introduction to the Module Mdm Nur Syazwani Noor Rodi KOLEJ UNIVERSITI LINTON.
WEEK 1 You have 10 seconds to name…
Page 46a Continued Advanced Engineering Mathematics by Erwin Kreyszig
Course Instructor Professor Clark J. Radcliffe Office hours: MWF 11:30-12: EB ME 481.
Economic Equivalence Lecture No.3 Chapter 2 Fundamentals of Engineering Economics Copyright © 2008.
The First Law of Thermodynamics
Department of Mechanical Engineering ME 322 – Mechanical Engineering Thermodynamics Lecture 4 Conservation and Balance Concepts.
Glenn E. Moglen Department of Civil & Environmental Engineering Virginia Tech Momentum (continued) CEE 4324/5984 –Open Channel Flow – Lecture 11.
Soil Classification Prof. Basuony El-Garhy
Kovan Rizgar Have Got 1. Department of Mathematics Faculty of Education Week 5 M. Kovan Rizgar.
Department of Mechanical Engineering ME 322 – Mechanical Engineering Thermodynamics Lecture 16 Turbines, Compressors, Pumps.
1 MAE 5130: VISCOUS FLOWS Similarity Solution for Steady 2D boundary layer flow November 4, 2010 Mechanical and Aerospace Engineering Department Florida.
& Urban Planning Civil Engineering Department
Equivalence Calculations with Continuous Payments
Equivalence Calculations with Continuous Payments
& Urban Planning Civil Engineering Department
1.3 ARITHMETIC OPERATIONS WITH SCALARS
GLE/CEE 330: Soil Mechanics
GEOTECHNICAL ENGINEERING Slope Stability
& Urban Planning Civil Engineering Department
Atterberg's Limits Faculty of Applied Engineering and Urban Planning
Bracketing Methods (Bisection Method)
University of Palestine Civil Engineering Department
Engineering Project Management
Copyrights apply.
BACK SOLUTION:
Weir Prevent flooding Measure discharge River navigation River Canal Weir or barrage.
MAE 5130: VISCOUS FLOWS Homework #2 Solutions September 26, 2006
ME 481 Mechanical Engineering Design Projects
ચાલો માટી વિશે જાણીએ All About Soil.
Introduction to Aerodynamics
ARRAY DIVISION Identity matrix Islamic University of Gaza
Unit 3 Review (Calculator)
Separation Columns (Distillation and absorption)
Page 46a Continued Advanced Engineering Mathematics by Erwin Kreyszig
NET 424: REAL-TIME SYSTEMS (Practical Part)
Engineering Questions by Topic
USING ARRAYS IN MATLAB BUILT-IN MATH FUNCTIONS
Calculate 9 x 81 = x 3 3 x 3 x 3 x 3 3 x 3 x 3 x 3 x 3 x 3 x =
دکتر سید مجید اسما عیل زاده
Asst. Prof. Dr. Hayder Mohammad Jaffal
LABORATORY OF PROCESS ENGINEERING
Presentation transcript:

Faculty of Applied Engineering and Urban Planning Civil Engineering Department Soil Mechanics ECGD3303 2D Seepage (Cont.) Lecture 13 Week 8 1 st Quadester 2007/2008 UP Copyrights 2007

Flow Nets Number of flow Channels N f Number of potential drops N d

Seepage Calculation from a Flow Net

Example

Mathematical Solutions S/T΄ q/kH Previous Example Flow Net Method q = 3×2.45×10 -5 m 3 /s/m Mathematical Method q = 0.5×4.2×10 -5 ×3.5 m 3 /s/m NfNf ΔqΔq q = 7.35×10 -5 m 3 /s/m From FigurekH

Uplift Pressure

Example – Flow Calculation N f = 3 N d = 10 q = kH N f /N d = ×8.5 × 3/10 = 2.55 × m 3 /s/m

Example - Uplift Pressure Point 1: P 1 = [(10 + 3) – 0.85]γ w = γ w kN/m 2 Potential Drop = H/N d = (10 – 1.5)/10 = 0.85 m Point 2: P 2 = [(10 + 3) – 2×0.85]γ w = 11.3 γ w kN/m 2