FACULTY OF ENGINEERING TECHNOLOGY AND INFRASTRUCTURE DIPLOMA IN CIVIL ENGINEERING DEC 206 STRENGTH AND FLUID LABORATORY EXPERIMENT 1 : REYNOLDS NUMBER DEMONSTRATION DATE OF EXPERIMENT | 02/07/2013 | DEADLINE | 09/07/2013 | SUBMISSION DATE | 09/07/2013 | LECTURER’S NAME | PUAN NAIMAH BINTI YUSOFF | GROUP MEMBERS ANDID NUMBERS | SYAZWAN BIN MOHD SAIFUDDIN | 121008736 | | MUHAMMAD SYAMIM BIN ROSLI | 121008767 | | MUHAMMAD HAFIZ BIN ABDUL WAHAB | 121008711 | MARKS | INTRODUCTION
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Patient Case Study: Fluid & Electrolyte Imbalance This patient case study report will outline the contributing factors related to a fluid and electrolyte imbalance‚ whilst assessing the medical and nursing management for the patient. Furthermore‚ an evaluation of the implemented nursing and medical treatment will also be discussed in this report. Introduction: Patient History: Mr. Richards presented to accident and emergency on the 7th October 2004‚ primarily due to the progressive
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cracks‚ uneven tire wear‚ brake fluid leakage) • Look under the car for: o oil spots‚ or o transmission fluid or o power steering fluid or o shock absorber fluid. • Open the hood and check belts and hoses for cracks or wear. • Radiator coolant should be a clean‚ greenish (or blue or yellow) color. • Pull out the oil dipstick. Oil should not be gummy or grayish or smell burnt. • Check automatic transmission fluid‚ should be clear and reddish. • Check the fluid level in the master cylinder as
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vaporization or surface tensions are examples of attractive forces. This is the Newton’s law of viscous flow: dfx / dA = η (∂vx /∂z)z Fluids that behave like the equation above are called Newtonian fluids or they go laminar flow. Viscosity coefficient η =kg m-1 s-1 Viscosity measurement is important in many applications. This property of the fluid can be used to determine the rate of mass transport‚ diffusion or within that liquid when it is to be used as a solvent. These are all fundamental
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| T | P | Internal | External | | | CET-201 | Fluid Mechanics-I | 3 | 1 | 0 | 40 | 60 | 100 | 3.5 | AMT-210 | Mathematics – III* | 3 | 1 | 0 | 40 | 60 | 100 | 3.5 | CET-202 | Rock Mechanics & Engg. | 3 | 0 | 0 | 40 | 60 | 100 | 3 | CET-203 | Strength of Materials | 3 | 2 | 0 | 40 | 60 | 100 | 4 | CET-204 | Surveying –I | 3 | 1 | 0 | 40 | 60 | 100 | 3.5 | CET-205 | Civil Engg Materials | 3 | 0 | 0 | 40 | 60 | 100 | 3 | CEP-206 | Fluid Mechanics-I Lab | 0 | 0 | 2 | 60 | 40 | 100 | 1 |
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between tissues. With an increase in volume the pressure in the synovial fluids drops forming bubbles. When the joint is stretched far enough the pressure drops so low that these bubbles burst‚ producing a popping sound. It takes half and half for the gas to dissolve back into the synovial fluids. Once gas is dissolved it is possible to pop knuckles again. Synovial fluid present in your joint acts as a lubricant. The fluid contains the gases oxygen‚ nitrogen and carbon dioxide. Habitual cracking
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• A typical surfer starts at a spot in the water where waves begin to form. They then turn towards the shore. When the surfer sees a wave‚ they paddle towards the beach along with the wave. • When water catches the surfboard‚ the surfer then stands up on the board and soars along the waves crest. • Surfing was discovered first in Hawaii • In 1821‚ surfing was banned by missionaries because they thought it was immoral to surf. • A famous Hawaain swimmer by the name of Duke Kahanamoku Waves
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2 VALVE SPECIFICATION 3 FLOW COEFFICIENT 3.1 KV coefficient 3.2 Cv coefficient 3.3 Standard test conditions 4 SIZING EQUATIONS 4.1 Sizing equations for incompressible fluids (turbulent flow) 4.2 Sizing equations for compressible fluids (turbulent flow) 4.3 Sizing equations for two-phase fluids 4.4 Sizing equations for non turbulent flow 5 PARAMETERS OF SIZING EQUATIONS 5.1 Recovery factor FL 5.2 Coefficient of incipient cavitation xFZ and coefficient of constant cavitation
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TOC Previous Next Table of Contents Chapter 1 : Pore Pressure Chapter 2 : Formation Integrity Tests Chapter 3 : Kick Tolerance Chapter 4 : Casing Functions & Types Chapter 5 : Casing Design Principles Chapter 6 : Cementing Chapter 7 : Drilling Fluids Chapter 8 : Practical Rig Hydraulics Chapter 9 : Drill Bits Chapter 10 : Drillstring Design Chapter 11 : Directional Drilling Chapter 12 : Hole Problems Chapter 13 : Horizontal & Multilateral Wells Chapter 14 : Rig Components Chapter 15 : Well Costing
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Fluid Mechanics CHE2161/MEC2404 Frictional Flow in Pipes Experiment : Friday 8.30-11.30am Conducted In : Fluid Mechanics Lab Abstract The main aim of this experiment was to show how the friction factor varies with Reynolds number by manipulating the flow rate of the fluid in a pipe. The main principle used in the experiment was the Bernoulli’s equation‚ taking major head losses into account. These major head losses were normally due to wall friction in the pipe and viscous
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