V-notch Sharp-crested weir. This type is used for small discharges. This type is used for small discharges.

Slides:



Advertisements
Similar presentations
Sec 1-4 Concepts: Classifying Angles Objectives: Given an angle, name, measure and classify it as measured by a s.g.
Advertisements

Warm Up… Solve each equation for y.
Ch 3.6: Variation of Parameters
Weirs Generally, any flow obstruction that causes water to rise to flow over it, but used exclusively for intentional obstructions Uses include flow measurement.
Crossing Structures Crossing structures are those constructed at intersections of: 1. Waterway-road (culvert or bridge). 2. Waterway-Waterway (syphon or.
Tail Escape Waterway Road Water Body.
Ch 5.8: Bessel’s Equation Bessel Equation of order :
Control Structures.
Gates. Gates Gates are used to control the discharge and also to stop the flow if required. Gates are used to control the discharge and also to stop the.
Hydraulic Jump.
Broad-crested Weir.
Ch 2.1: Linear Equations; Method of Integrating Factors
6.1 – Graphing Systems of Equations
Boyce/DiPrima 10th ed, Ch 10.2: Fourier Series Elementary Differential Equations and Boundary Value Problems, 10th edition, by William E. Boyce and Richard.
Hydrology and Water Resources RG744 Institute of Space Technology December 11, 2013.
Decision Making in Finance: Future Value of an Investment
5-5 Solving Right Triangles. Find Sin Ѳ = 0 Find Cos Ѳ =.7.
Notes on Hydraulics of Sedimentation Tanks. A Step by Step Procedure.
MAC 1105 Section 4.3 Logarithmic Functions. The Inverse of a Exponential Function 
Graphs of Functions Defined by Expressions in a Linear Equation On a standard screen, graph the following functions, determined from the given linear equation:
Open Channel Flow Closed pipe Pump or fan driving force No free surface Open channel Gravity driving force Free surface.
Additional Topics in Differential Equations
SECOND-ORDER DIFFERENTIAL EQUATIONS Series Solutions SECOND-ORDER DIFFERENTIAL EQUATIONS In this section, we will learn how to solve: Certain.
Math Bellwork 12/16/13 – 12/20/13. Bellwork 12/16/13 Find the equation of the line
Sullivan Algebra and Trigonometry: Section 5.3 Exponential Functions Objectives of this Section Evaluate Exponential Functions Graph Exponential Functions.
Section 5.2b. Do Now: Exploration 1 on page 264 It is a fact that With this information, determine the values of the following integrals. Explain your.
Transient Conduction: Finite-Difference Equations and Solutions Chapter 5 Section 5.9  
Power Series Section 9.1a.
Section 1.4 Logarithmic Functions. Find x for the following: How about now?
6.4 Notes Graphing trigonometric functions transformationally: changes to coefficient B.
OBJECTIVE: Parabolas Students will graph and write equations of Parabolas Students demonstrate and explain how the geometry of the graph of a conic.
Logarithmic Functions
Ch 2.1: Linear Equations; Method of Integrating Factors A linear first order ODE has the general form where f is linear in y. Examples include equations.
Properties of Logarithms
Math 3120 Differential Equations with Boundary Value Problems
Flood Routing Applied Hydrology
 It is the type of V. F. in which the width of throat is decreased to such an extent that the depth of water in throat is equal to critical depth. 
Basic Hydraulics: Rating curve. Definition & terminology Rating curve, also known as stage–discharge curve, is a graph showing the relation between the.
HPC 2.1 – Functions Learning Targets: -Determine whether a relation represents a function. -Find the value of a function. -Find the domain of a function.
Ch 10.2: Fourier Series We will see that many important problems involving partial differential equations can be solved, provided a given function can.
Chapter 4: Quadratic Functions and Equations
FLUID MECHANICS.
DISCHARGE OVER A BROAD-CRESTED WEIR
Do Now  .
Sullivan Algebra and Trigonometry: Section 6.3 Exponential Functions
Basic Hydrology & Hydraulics: DES 601
Section 13.3: Solving Absolute Value Equations
CEE 3430 – Engineering Hydrology David Rosenberg March 26, 2012
Graph and Write Equations of Elllipses
PARENT GRAPH FOR LINEAR EQUATIONS
Section 13.1: Understanding Piecewise-Defined Functions
CHAPTER 2 BASIC CONCEPTS OF DISPLACEMENT OR STIFFNESS METHOD:
Graph and Write Equations of Hyperbolas
Equation Review Given in class 10/4/13.
Section 2.2: Solving Absolute Value Equations
4.1 Equations of circles Arcs, Inscribed Angles, Central Angles
Section 13.2: Absolute Value Functions and Transformations
Basics of Functions and Their Graphs
Notes Over 8.8 Evaluating a Logistic Growth Function
Chapter 5: Graphs & Functions
Systems of Equations Solve by Graphing.
Solving Systems of Equations Using Matrices
Equation Review.
Sullivan Algebra and Trigonometry: Section 6.2
Graphical Solutions of Trigonometric Equations
Welcome: Pass out Zeros of Higher Polynomials WKS.
Line Graphs.
Double-Angle Formulas
Logistic Growth Evaluating a Logistic Growth Function
Section 4.2 Solving a System of Equations in Two Variables by the Substitution Method.
Presentation transcript:

V-notch Sharp-crested weir

This type is used for small discharges. This type is used for small discharges.

The weir has a V-notch as a control section. The weir has a V-notch as a control section. The angle Θ can take any value, the most common value is 90 o. The angle Θ can take any value, the most common value is 90 o. To design or evaluate the discharge, the following equation is used, To design or evaluate the discharge, the following equation is used,

The discharge coefficient is obtained from the following graph, The discharge coefficient is obtained from the following graph,

To design the weir, a similar procedure to the one explained in the previous weir is used. To design the weir, a similar procedure to the one explained in the previous weir is used. However in this case, the value of h 1 is assumed and then obtained from the equation until convergence is obtained. However in this case, the value of h 1 is assumed and then obtained from the equation until convergence is obtained. Also, if the characteristics of the weir are known, the discharge can be evaluated from the equation. Also, if the characteristics of the weir are known, the discharge can be evaluated from the equation.

Example: Example: Design a V-notch sharp crested weir according to the following data; Q= 0.25 m 3 /sec, B=1 m, d= 0.8 m Sol. Sol. Assume p 1 = 0.4 m … h 1 =0.4 m h 1 /p1 = 1 …. b 1 /B = 0.4 From graph C e = Apply the equation ….. h 1 = 0.5 m

p1= 0.8 – 0.5 = 0.3 m h 1 /p1 = 1.67 …. b 1 /B = 0.3 h 1 /p1 = 1.67 …. b 1 /B = 0.3 From graph C e = Apply the equation ….. h 1 = m close …. P 1 = 0.3 m