Канал: Mostafa Momen

Why Weather Forecasts Are Not Always Accurate? #shorts

Why Weather Forecasts Are Not Always Accurate? #shorts

Lecture 25 Part 2- Amplification Factor, Stability vs Accuracy. Stability criteria for Advection Eqn

Lecture 25 Part 2- Amplification Factor, Stability vs Accuracy. Stability criteria for Advection Eqn

Lecture 25 Part 1, Explicit Finite Difference Example Fourier Stability Limit, Accuracy vs Stability

Lecture 25 Part 1, Explicit Finite Difference Example Fourier Stability Limit, Accuracy vs Stability

Lecture 24, Part 2 Stability for Space-Time Finite Difference Approx, Fourier Analysis for Stability

Lecture 24, Part 2 Stability for Space-Time Finite Difference Approx, Fourier Analysis for Stability

Lecture 24, Part 1- Upwind Interpolation Scheme, Quadratic Upwind Interpolation (QUICK), FVM Fluxes

Lecture 24, Part 1- Upwind Interpolation Scheme, Quadratic Upwind Interpolation (QUICK), FVM Fluxes

Lecture 23, Part 2 A Generic 1D Finite Volume Method, Grid Generation, Discretization, Time Marching

Lecture 23, Part 2 A Generic 1D Finite Volume Method, Grid Generation, Discretization, Time Marching

Lecture 23, Part 1- Approximation of Volume Integrals in Finite Volume Method (center, side, corner)

Lecture 23, Part 1- Approximation of Volume Integrals in Finite Volume Method (center, side, corner)

Lecture 22, Part 2- Finite Volume Methods, Integral Form of Eqns, Approximation of Surface Integrals

Lecture 22, Part 2- Finite Volume Methods, Integral Form of Eqns, Approximation of Surface Integrals

Lecture 22,Part 1- Full Space-Time Discretization, Constitute a Matrix, Discretize (ODEs) in Time

Lecture 22,Part 1- Full Space-Time Discretization, Constitute a Matrix, Discretize (ODEs) in Time

Lecture 21 Part 2 Full Space-Time Discretization, Discretize in Space (Imaginary Nodes) Spatial FDAs

Lecture 21 Part 2 Full Space-Time Discretization, Discretize in Space (Imaginary Nodes) Spatial FDAs

Lecture 21, Part 1- Adams Methods Open (Explicit) and Closed (Implicit) Formulas - Adams-Bashforth

Lecture 21, Part 1- Adams Methods Open (Explicit) and Closed (Implicit) Formulas - Adams-Bashforth

Lecture 20, Part 2- Runge Kutta Methods (Multi-stage), Explicit Implicit One-Stage Much-Step Methods

Lecture 20, Part 2- Runge Kutta Methods (Multi-stage), Explicit Implicit One-Stage Much-Step Methods

Lecture 20 Part 1 Numerical Stability of Variable Weighting Method Predicted-Corrected Euler Method

Lecture 20 Part 1 Numerical Stability of Variable Weighting Method Predicted-Corrected Euler Method

Lecture 19 Part 2 Stability of Euler Methods Conditional Unconditional, Crank-Nicolson Approximation

Lecture 19 Part 2 Stability of Euler Methods Conditional Unconditional, Crank-Nicolson Approximation

Lecture 19, Part 1- Time Marching Methods, Initial Value Problems, Explicit Implicit Euler Methods

Lecture 19, Part 1- Time Marching Methods, Initial Value Problems, Explicit Implicit Euler Methods

Lecture 18, Part 2- Truncation Error Calculation Example, Péclet (Pe) Number, Finite Difference

Lecture 18, Part 2- Truncation Error Calculation Example, Péclet (Pe) Number, Finite Difference

Lecture 18, Part 1- Truncation Error Example in Finite Difference Methods, Order of an Approximation

Lecture 18, Part 1- Truncation Error Example in Finite Difference Methods, Order of an Approximation

Lecture 17, Part 2- Order of Approximation & Standard Finite Difference Approximations (Forward, ..)

Lecture 17, Part 2- Order of Approximation & Standard Finite Difference Approximations (Forward, ..)

Lecture 17, Part 1 - General Finite Difference Approximation, Remarks and an Example for d^2u/dx^2

Lecture 17, Part 1 - General Finite Difference Approximation, Remarks and an Example for d^2u/dx^2

Lecture 16, Part 2- General Formulation of Finite Difference Method, Making a Matrix Representation

Lecture 16, Part 2- General Formulation of Finite Difference Method, Making a Matrix Representation

Lecture 16, Part 1- General Formulation for Finite Difference Approximation, Consistency Requirement

Lecture 16, Part 1- General Formulation for Finite Difference Approximation, Consistency Requirement

Lecture 15, Part 2- Consistency Condition in Finite Difference, Example Advection Diffusion Approx.

Lecture 15, Part 2- Consistency Condition in Finite Difference, Example Advection Diffusion Approx.

Lecture 15, Part 1- Taylor's Theorem, Taylor Series, & Truncation Error in Finite Difference Method

Lecture 15, Part 1- Taylor's Theorem, Taylor Series, & Truncation Error in Finite Difference Method

Lecture 14, Part 2- Finite Difference Method, Approximating the Derivatives, & Operator Notations

Lecture 14, Part 2- Finite Difference Method, Approximating the Derivatives, & Operator Notations

Lecture 14, Part 1 - Finite Difference Method : Basics and an Example

Lecture 14, Part 1 - Finite Difference Method : Basics and an Example

Lecture 13, Part 2 Arithmetic Operation, Floating Point Number, Mantissa & Exponent, Machine Epsilon

Lecture 13, Part 2 Arithmetic Operation, Floating Point Number, Mantissa & Exponent, Machine Epsilon

Lecture 13, Part 1- Error Types: Truncation, and Round-off Errors (Significant Digits in Computers)

Lecture 13, Part 1- Error Types: Truncation, and Round-off Errors (Significant Digits in Computers)

Lecture 12, Part 2- Solving a PDE in 3D (multiple dimensions) via Fourier Transform & Inversion

Lecture 12, Part 2- Solving a PDE in 3D (multiple dimensions) via Fourier Transform & Inversion

Lecture 12, Part 1 Fourier Transform in Multiple Spatial Dimensions, Concentration of a Tracer in 3D

Lecture 12, Part 1 Fourier Transform in Multiple Spatial Dimensions, Concentration of a Tracer in 3D

Lecture 11 Part 2- Find Concentration of Tracer Discharge, Advection Diffusion via Fourier Transform

Lecture 11 Part 2- Find Concentration of Tracer Discharge, Advection Diffusion via Fourier Transform

Lecture 11, Part 1 Example Solving Diffusion Equation for a Fluid in a Channel via Fourier Transform

Lecture 11, Part 1 Example Solving Diffusion Equation for a Fluid in a Channel via Fourier Transform

Lecture 10 Part 2- Solve a Partial Differential Equation (PDE) via Complex Fourier Transform Example

Lecture 10 Part 2- Solve a Partial Differential Equation (PDE) via Complex Fourier Transform Example

Lecture 10, Part 1- Fourier Transform Example, Calculate Triangular Pulse Function in Fourier Space

Lecture 10, Part 1- Fourier Transform Example, Calculate Triangular Pulse Function in Fourier Space

Lecture 9, Part 2 - Fourier Transforms Convolution , Transform of Derivative, X-Shift and Beta Shift

Lecture 9, Part 2 - Fourier Transforms Convolution , Transform of Derivative, X-Shift and Beta Shift

Lecture 9, Part 1 - Integral Transforms, Properties Complex Fourier Transforms and Inversion Formula

Lecture 9, Part 1 - Integral Transforms, Properties Complex Fourier Transforms and Inversion Formula

Lecture 8, Part 2- Wave Equation Solution via Separation of Variables, Find Coefs via Orthogonality

Lecture 8, Part 2- Wave Equation Solution via Separation of Variables, Find Coefs via Orthogonality

Lecture 8, Part 1 Solving Wave Equation using Separation of Variables for a Free-end Beam, Vibration

Lecture 8, Part 1 Solving Wave Equation using Separation of Variables for a Free-end Beam, Vibration

Lecture 7, Part 2 Separation of variables, Transient Heat Equation Example, Finding the Coefficients

Lecture 7, Part 2 Separation of variables, Transient Heat Equation Example, Finding the Coefficients

Lecture 7 Part 1- Separation of Variables to solve PDEs , Transient Heat Equation Example

Lecture 7 Part 1- Separation of Variables to solve PDEs , Transient Heat Equation Example

Lecture 6, Part 2- Sturm-Liouville Problem Example for an ODE - Orthogonal set of eigenfunctions

Lecture 6, Part 2- Sturm-Liouville Problem Example for an ODE - Orthogonal set of eigenfunctions

Lecture 6, Part 1- Sturm-Liouville Problems. Solving second-order linear ODEs

Lecture 6, Part 1- Sturm-Liouville Problems. Solving second-order linear ODEs

Crontab jobs : How to schedule & run a bash or python script automatically on a Linux server or Mac?

Crontab jobs : How to schedule & run a bash or python script automatically on a Linux server or Mac?

Lecture 5, Part 2- Characteristic Curves in Nonlinear PDEs - Inviscid Burger's Equation Solution

Lecture 5, Part 2- Characteristic Curves in Nonlinear PDEs - Inviscid Burger's Equation Solution

Lecture 5 Part 1- Boundary Condition Types: Dirichlet (first), Neumann (2nd), & Radiation (third)

Lecture 5 Part 1- Boundary Condition Types: Dirichlet (first), Neumann (2nd), & Radiation (third)

Lecture 4, Part 2- Initial boundary value 2nd-order Wave, Heat & Laplace Equations - Characteristics

Lecture 4, Part 2- Initial boundary value 2nd-order Wave, Heat & Laplace Equations - Characteristics

Lecture 4, Part 1- Classification of Second-order Linear PDEs : Hyperbolic, Parabolic, and Elliptic

Lecture 4, Part 1- Classification of Second-order Linear PDEs : Hyperbolic, Parabolic, and Elliptic

Lecture 3, Part 2 - Example of a Traveling Wave, Find the Characteristic Curves for a Dynamics Wave

Lecture 3, Part 2 - Example of a Traveling Wave, Find the Characteristic Curves for a Dynamics Wave

Lecture 3, Part 1 - D'alembert Solution for a Traveling Wave utt = c^2*uxx

Lecture 3, Part 1 - D'alembert Solution for a Traveling Wave utt = c^2*uxx

Lecture 2, Part 2 - Characteristic Curves in Partial Differential Equations (Advection Equation)

Lecture 2, Part 2 - Characteristic Curves in Partial Differential Equations (Advection Equation)

Lecture 2, Part 1- Partial Differential Equations (PDEs), Advection, Wave, Heat, & Laplace Equations

Lecture 2, Part 1- Partial Differential Equations (PDEs), Advection, Wave, Heat, & Laplace Equations

Lecture 1, Part 2 - Ordinary Differential Equations (ODES) and an Example of Solving an ODE

Lecture 1, Part 2 - Ordinary Differential Equations (ODES) and an Example of Solving an ODE

Lecture 1, Part 1 - Notation, Function Continuity, Order of Differential Equations, Taylor's Theorem

Lecture 1, Part 1 - Notation, Function Continuity, Order of Differential Equations, Taylor's Theorem

Example of Calculating Hydrostatic Pressure Forces (horizontal and vertical) on a Curved Surface

Example of Calculating Hydrostatic Pressure Forces (horizontal and vertical) on a Curved Surface

Lecture 25, Part 2- Kinematic Heat Flux, Stable & Unstable Atmosphere, Temperature Variance Equation

Lecture 25, Part 2- Kinematic Heat Flux, Stable & Unstable Atmosphere, Temperature Variance Equation

Lecture 25, Part 1- Scalar Dynamics in Turbulent Flows, Reynolds-averaged Heat(temperature) Equation

Lecture 25, Part 1- Scalar Dynamics in Turbulent Flows, Reynolds-averaged Heat(temperature) Equation

Lecture 24, Part 2 - Large-eddy Simulation (LES), Filtering Operation, Smagorinsky SGS Model

Lecture 24, Part 2 - Large-eddy Simulation (LES), Filtering Operation, Smagorinsky SGS Model

Lecture 24, Part 1: Introduction to Computational Fluid Dynamics, DNS, LES, and RANS Techniques

Lecture 24, Part 1: Introduction to Computational Fluid Dynamics, DNS, LES, and RANS Techniques

Lecture 23, Part 2 - Energy Spectra in Inertial Subrange and Kolmogorov's -5/3 Power Law

Lecture 23, Part 2 - Energy Spectra in Inertial Subrange and Kolmogorov's -5/3 Power Law

Lecture 23, Part 1 - Kolmogorov's Turbulence Theory (K41) Energy Containing and Dissipation Ranges

Lecture 23, Part 1 - Kolmogorov's Turbulence Theory (K41) Energy Containing and Dissipation Ranges

Lecture 22, Part 2 - Spectral Flux, and Production, Inertial, and Dissipation Range in Turbulence

Lecture 22, Part 2 - Spectral Flux, and Production, Inertial, and Dissipation Range in Turbulence

Lecture 22, Part 1 - 3D Energy Spectrum Function Integral over Wave-numbers and TKE

Lecture 22, Part 1 - 3D Energy Spectrum Function Integral over Wave-numbers and TKE

Lecture 21, Part 2 - The Spectral Equations of Two-Points Reynolds Stress for Homogenous Turbulence

Lecture 21, Part 2 - The Spectral Equations of Two-Points Reynolds Stress for Homogenous Turbulence

Lecture 21, Part 1 - Dynamics of Homogenous Turbulence, Two-Point Reynolds Stress Equation

Lecture 21, Part 1 - Dynamics of Homogenous Turbulence, Two-Point Reynolds Stress Equation

Lecture 20, Part 2: TKE Budget Terms: Turbulence Production, Transport (divergence), and Dissipation

Lecture 20, Part 2: TKE Budget Terms: Turbulence Production, Transport (divergence), and Dissipation

Lecture 20, Part 1 - Turbulent Kinetic Energy (TKE) and Mean Kinetic Energy Budget (MKE) Equations

Lecture 20, Part 1 - Turbulent Kinetic Energy (TKE) and Mean Kinetic Energy Budget (MKE) Equations

Lecture 19, Part 2 - Reynolds Stress Eqn- Pressure-Strain Rate, Production, Dissipation, & Transport

Lecture 19, Part 2 - Reynolds Stress Eqn- Pressure-Strain Rate, Production, Dissipation, & Transport

Lecture 19, Part 1 - Derivation of the Reynolds Stress Equation from Fluctuations

Lecture 19, Part 1 - Derivation of the Reynolds Stress Equation from Fluctuations

Lecture 18, Part 2 - Reynolds Averaged Navier Stokes (RANS), Reynolds Stresses, K-Theory, Closure

Lecture 18, Part 2 - Reynolds Averaged Navier Stokes (RANS), Reynolds Stresses, K-Theory, Closure

Lecture 18, Part 1 - The Mean and Averaging, Reynold's Decomposition, Reynold's Averaged Continuity

Lecture 18, Part 1 - The Mean and Averaging, Reynold's Decomposition, Reynold's Averaged Continuity

Lecture 17, Part 2 - Doublet + Uniform Flow + Clockwise Vortex, Complex Potential and Drag Force

Lecture 17, Part 2 - Doublet + Uniform Flow + Clockwise Vortex, Complex Potential and Drag Force

Lecture 17, Part 1 - Doublet + Uniform Flow, Flow Separation, Favorable & Adverse Pressure Gradient

Lecture 17, Part 1 - Doublet + Uniform Flow, Flow Separation, Favorable & Adverse Pressure Gradient

Lecture 16, Part 2 - Doublets (Source-Sink Pairs), Complex Potential and The Shape of Streamlines

Lecture 16, Part 2 - Doublets (Source-Sink Pairs), Complex Potential and The Shape of Streamlines

Lecture 16, Part 1 - Superposition of Complex Potentials -- Source + Uniform Flow

Lecture 16, Part 1 - Superposition of Complex Potentials -- Source + Uniform Flow

Lecture 15, Part 1 - Complex Potential (Velocity Potential + i Stream function) and Complex Velocity

Lecture 15, Part 1 - Complex Potential (Velocity Potential + i Stream function) and Complex Velocity

Lecture 15, Part 2 - Complex Potential for Uniform, Source, Vortex Flows and Flow in a Sector

Lecture 15, Part 2 - Complex Potential for Uniform, Source, Vortex Flows and Flow in a Sector

Lecture 14, Part 2 - Velocity Potential and Stream Function Existence, Potential Vortex Example

Lecture 14, Part 2 - Velocity Potential and Stream Function Existence, Potential Vortex Example

Lecture 14, Part 1 - Stream Functions and Their Properties in 2D Flows

Lecture 14, Part 1 - Stream Functions and Their Properties in 2D Flows

Lecture 13, Part 2 - Velocity Potential, Source Flow Example, Momentum Eqn in Cylindrical Coordinate

Lecture 13, Part 2 - Velocity Potential, Source Flow Example, Momentum Eqn in Cylindrical Coordinate

Lecture 13, Part 1 - Velocity Potential (Irrotational, Incompressible, Inviscid Flows)

Lecture 13, Part 1 - Velocity Potential (Irrotational, Incompressible, Inviscid Flows)

Lecture 12, Part 2 - Vorticity and Rotation -- Rotational and Irrotational Flows

Lecture 12, Part 2 - Vorticity and Rotation -- Rotational and Irrotational Flows

Lecture 12, Part 1 - Deriving Navier-Stokes Equations, Stresses for a Fluid at Motion

Lecture 12, Part 1 - Deriving Navier-Stokes Equations, Stresses for a Fluid at Motion

Lecture 11, Part 2 - Stresses in a fluid at rest and motion (stress tensor)

Lecture 11, Part 2 - Stresses in a fluid at rest and motion (stress tensor)

Lecture 11, Part 1 - Navier-Stokes Equation, Cauchy Stress Tensor

Lecture 11, Part 1 - Navier-Stokes Equation, Cauchy Stress Tensor

Lecture 10, Part 2 - Surface Overland Flow, Shallow Water Equations with Friction and Gravity Forces

Lecture 10, Part 2 - Surface Overland Flow, Shallow Water Equations with Friction and Gravity Forces

Lecture 10, Part 1 - Non-dimensionalized Shallow Water Equations and Characteristic Curves

Lecture 10, Part 1 - Non-dimensionalized Shallow Water Equations and Characteristic Curves

Lecture 9, Part 2 - Deriving Momentum Equation, Shallow Water Equations in Conservative Form

Lecture 9, Part 2 - Deriving Momentum Equation, Shallow Water Equations in Conservative Form

Lecture 9, Part 1 - Shallow Water Equations (Deriving Continuity Equation)

Lecture 9, Part 1 - Shallow Water Equations (Deriving Continuity Equation)

Lecture 8, Part 2 - Flow Depth through a Smooth Constriction (Converging and Diverging flows)

Lecture 8, Part 2 - Flow Depth through a Smooth Constriction (Converging and Diverging flows)

Lecture 8, Part 1- Hydraulic Jump's Relation using Continuity and Momentum Equations

Lecture 8, Part 1- Hydraulic Jump's Relation using Continuity and Momentum Equations

Lecture 7, Part 2 - Breaking Waves, and Waves in a Moving Fluid (Froude Number)

Lecture 7, Part 2 - Breaking Waves, and Waves in a Moving Fluid (Froude Number)

Lecture 7, Part 1 - Ripples, Small Amplitude Gravity Waves, Deriving Wave Speed using Moving CV

Lecture 7, Part 1 - Ripples, Small Amplitude Gravity Waves, Deriving Wave Speed using Moving CV

Lecture 6, Part 2 - An Example of Bernoulli Equation and Mass Conservation

Lecture 6, Part 2 - An Example of Bernoulli Equation and Mass Conservation

Lecture 6, P1 - Bernoulli Equation (Deriving Bernoulli from Euler's Equation)

Lecture 6, P1 - Bernoulli Equation (Deriving Bernoulli from Euler's Equation)

Lecture 5, Part 2 - Momentum Equation in Differential Form (Euler's Equation)

Lecture 5, Part 2 - Momentum Equation in Differential Form (Euler's Equation)

Lecture 5, Part 1 - Divergence Theorem, Deriving the Differential form of the Continuity Equation

Lecture 5, Part 1 - Divergence Theorem, Deriving the Differential form of the Continuity Equation

Lecture 4, Part 2 - Finding the Drag Force on a Plate (boundary layer) Using Momentum & Continuity

Lecture 4, Part 2 - Finding the Drag Force on a Plate (boundary layer) Using Momentum & Continuity

Lecture 4, Part 1 - Example of Continuity and Momentum Equation for Finding External Force

Lecture 4, Part 1 - Example of Continuity and Momentum Equation for Finding External Force

Lecture 3, Part 2 - Continuity and Momentum Equations in Integral Form

Lecture 3, Part 2 - Continuity and Momentum Equations in Integral Form

Lecture 3, Part 1 - Mass Conservation in Steady Flows, Concept of Flux in Fluids

Lecture 3, Part 1 - Mass Conservation in Steady Flows, Concept of Flux in Fluids

Lecture 2 - Part 2, Hydrostatic pressure equations using a small CV

Lecture 2 - Part 2, Hydrostatic pressure equations using a small CV

Lecture 2 - Part 1, Eulerian versus Lagrangian Acceleration

Lecture 2 - Part 1, Eulerian versus Lagrangian Acceleration

Multiple Pipe Systems (Parallel Pipes) Example

Multiple Pipe Systems (Parallel Pipes) Example

Lecture 12, Major Losses in a Turbulent Pipe Flow, Moody Chart, Haaland Equation

Lecture 12, Major Losses in a Turbulent Pipe Flow, Moody Chart, Haaland Equation

Lecture 13 - Part 1, Determining Pressure Drop in Laminar & Turbulent Flows Example, Minor Losses

Lecture 13 - Part 1, Determining Pressure Drop in Laminar & Turbulent Flows Example, Minor Losses

Lab 4 , Friction Losses in Steady Pipe Flow

Lab 4 , Friction Losses in Steady Pipe Flow

Lab 3 - Part 1, Pipeline Metering

Lab 3 - Part 1, Pipeline Metering

Lab 3 - Part 2, Pipeline Metering

Lab 3 - Part 2, Pipeline Metering

Lecture 11 - Part 3, Laminar or Turbulent Flows, Pressure Drop in a Laminar Round Pipe Flow

Lecture 11 - Part 3, Laminar or Turbulent Flows, Pressure Drop in a Laminar Round Pipe Flow

Lecture 11 - Part 2, Buckingham Pi Theorem Example & Common Dimensionless Numbers in Fluid Mechanics

Lecture 11 - Part 2, Buckingham Pi Theorem Example & Common Dimensionless Numbers in Fluid Mechanics

Lecture 11 - Part 1, Buckingham Pi Theorem

Lecture 11 - Part 1, Buckingham Pi Theorem

Lecture 10 - Part 3, Conservation of Mass in Differential Form (Continuity Equation)

Lecture 10 - Part 3, Conservation of Mass in Differential Form (Continuity Equation)

Lecture 10 - Part 2, The Energy Equation, Modified Version of Bernoulli, Pump Head & Pressure

Lecture 10 - Part 2, The Energy Equation, Modified Version of Bernoulli, Pump Head & Pressure

Lecture 10 - Part 1, Example on Mom'm Eqn, Linear Momentum Eqn for Nonuniform Pressure Distribution

Lecture 10 - Part 1, Example on Mom'm Eqn, Linear Momentum Eqn for Nonuniform Pressure Distribution

Lecture 9 - Part 2, The Linear Momentum Equation (Integral Form) Derivation and Example

Lecture 9 - Part 2, The Linear Momentum Equation (Integral Form) Derivation and Example

Lecture 9 - Part 3, Examples on the Application of the Linear Momentum Equation in Integral Form

Lecture 9 - Part 3, Examples on the Application of the Linear Momentum Equation in Integral Form

Lecture 8 - Part 2, General Form of Reynolds Transport Theorem

Lecture 8 - Part 2, General Form of Reynolds Transport Theorem

Lecture 9 - Part 1, Conservation of Mass (Continuity Equation) in Integral Form

Lecture 9 - Part 1, Conservation of Mass (Continuity Equation) in Integral Form

Lecture 8 - Part 1, Examples for using Bernoulli Equation along with Continuity and Manometer Rule

Lecture 8 - Part 1, Examples for using Bernoulli Equation along with Continuity and Manometer Rule

Lecture 7 - Part 3, Examples of Bernoulli Equation and 1D Continuity Equation

Lecture 7 - Part 3, Examples of Bernoulli Equation and 1D Continuity Equation

Lecture 7 - Part 2, Alternate Forms of Bernoulli Equation, Stagnation Point Concept

Lecture 7 - Part 2, Alternate Forms of Bernoulli Equation, Stagnation Point Concept

Lecture 7 - Part 1, Derivation of the Bernoulli Equation

Lecture 7 - Part 1, Derivation of the Bernoulli Equation

Lecture 6 - Part 2, Stability of Floating Obj., Pressure Variation in a Fluid with Rigid-Body Motion

Lecture 6 - Part 2, Stability of Floating Obj., Pressure Variation in a Fluid with Rigid-Body Motion

Lab 2 - Part 2, Stability of a Flat Bottomed Vessel

Lab 2 - Part 2, Stability of a Flat Bottomed Vessel

Lab 2 - Part 1, Stability of a Flat Bottomed Vessel

Lab 2 - Part 1, Stability of a Flat Bottomed Vessel

Lecture 6 - Part 1, Hydrostatic Pressure Force on a Curved Surface (Example) + Archimedes Principle

Lecture 6 - Part 1, Hydrostatic Pressure Force on a Curved Surface (Example) + Archimedes Principle

Lecture 5 - Part 2, Pressure Prism Concept

Lecture 5 - Part 2, Pressure Prism Concept

Lecture 5 - Part 1, Examples for Calculating Hydrostatic Forces on Inclined and Vertical Planes

Lecture 5 - Part 1, Examples for Calculating Hydrostatic Forces on Inclined and Vertical Planes

Lab 1 - Part 2, Center of Pressure

Lab 1 - Part 2, Center of Pressure

Lecture 4 - Part 3, Calculating Hydrostatic Forces on Horizontal, Vertical, and Inclined Planes

Lecture 4 - Part 3, Calculating Hydrostatic Forces on Horizontal, Vertical, and Inclined Planes

Lab 1 - Part 1, Center of Pressure

Lab 1 - Part 1, Center of Pressure

Lecture 4 - Part 2, U-tube Manometer, Manometer Rule, and Examples

Lecture 4 - Part 2, U-tube Manometer, Manometer Rule, and Examples

Lecture 4 - Part 1, Hydrostatic Pressure Example, Hydraulic Jacks, and Barometer

Lecture 4 - Part 1, Hydrostatic Pressure Example, Hydraulic Jacks, and Barometer

Lecture 3 - Part 3, Pressure Variation for an Incompressible Fluid at Rest (Hydrostatic Pressure)

Lecture 3 - Part 3, Pressure Variation for an Incompressible Fluid at Rest (Hydrostatic Pressure)

Lecture 3 - Part 2, Fluid Statics, Taylor Series Overview

Lecture 3 - Part 2, Fluid Statics, Taylor Series Overview

Lecture 3 - Part 1, Example of Determining the Shearing Stress in Newtonian Fluids

Lecture 3 - Part 1, Example of Determining the Shearing Stress in Newtonian Fluids

Lecture 2 - Part 2, Shearing Stress and Rate of Shearing Strain in Newtonian & Non-Newtonian Fluids

Lecture 2 - Part 2, Shearing Stress and Rate of Shearing Strain in Newtonian & Non-Newtonian Fluids

Lecture 2 - Part 1, Ideal Gas Law & Fluid Viscosity

Lecture 2 - Part 1, Ideal Gas Law & Fluid Viscosity

Lecture 1 - part 2, Dimensional Homogeneity and System of Units

Lecture 1 - part 2, Dimensional Homogeneity and System of Units

Lecture 1, part 1 -- Introduction to Fluid Mechanics & Dimensions

Lecture 1, part 1 -- Introduction to Fluid Mechanics & Dimensions

Lecture 19 - Part 2, Sharp-crested weirs, rectangular & triangular weirs, & flowrate example

Lecture 19 - Part 2, Sharp-crested weirs, rectangular & triangular weirs, & flowrate example

Lecture 19 - Part 1, Two Examples of Hydraulic Jumps, and Hydraulic Jump Classification

Lecture 19 - Part 1, Two Examples of Hydraulic Jumps, and Hydraulic Jump Classification

Lecture 18 - Part 2, Rapidly Varied Flows and Hydraulic Jump -- y2/y1 in terms of Fr number

Lecture 18 - Part 2, Rapidly Varied Flows and Hydraulic Jump -- y2/y1 in terms of Fr number

Lecture 18 - Part 1, Manning eq'n: Max flowrate in a circular channel, & variable roughness

Lecture 18 - Part 1, Manning eq'n: Max flowrate in a circular channel, & variable roughness

Lab 6 - Part 1, Hydraulic Jump in an Open Channel

Lab 6 - Part 1, Hydraulic Jump in an Open Channel

Lab 6 - Part 2, Hydraulic Jump in an Open Channel

Lab 6 - Part 2, Hydraulic Jump in an Open Channel

Lecture 17 - Part 2, Manning's n and two examples: determining flow rate & normal depth

Lecture 17 - Part 2, Manning's n and two examples: determining flow rate & normal depth

Lecture 17 - Part 1, Uniform Flows, and The Chezy and Manning Equations

Lecture 17 - Part 1, Uniform Flows, and The Chezy and Manning Equations

Lecture 16 - Part 2, Specific Energy Diagram Examples for rectangular, triangular channels

Lecture 16 - Part 2, Specific Energy Diagram Examples for rectangular, triangular channels

Lecture 16 - Part 1, Open Channel Flows Energy Balance, Specific Energy, and Specific Energy Diagram

Lecture 16 - Part 1, Open Channel Flows Energy Balance, Specific Energy, and Specific Energy Diagram

Lecture 15 - Part 2, Open Channel Flows and Hydraulic Engineering -- Wave speed -- Froude number

Lecture 15 - Part 2, Open Channel Flows and Hydraulic Engineering -- Wave speed -- Froude number

Lecture 15 - Part 1, Multiple pipe systems -- Three reservoir systems Example and Pump Efficiency

Lecture 15 - Part 1, Multiple pipe systems -- Three reservoir systems Example and Pump Efficiency

UH Lab 5 - Part 1, Sluice Gate Experiment -- Parshall flume -- Fluid Mechanics & Hydraulic Eng.

UH Lab 5 - Part 1, Sluice Gate Experiment -- Parshall flume -- Fluid Mechanics & Hydraulic Eng.

UH Lab 5 - Part 2, Sluice Gate Experiment - Parshall flume - Fluid Mechanics and Hydraulic Eng.

UH Lab 5 - Part 2, Sluice Gate Experiment - Parshall flume - Fluid Mechanics and Hydraulic Eng.

Lecture 14 - Part 2, Multiple pipe systems -- Parallel pipes, Loops, and Three reservoir systems

Lecture 14 - Part 2, Multiple pipe systems -- Parallel pipes, Loops, and Three reservoir systems

Lecture 14 - Part 1, Multiple Pipe Systems Analogy to Electrical Circuits, Series Pipes & an Example

Lecture 14 - Part 1, Multiple Pipe Systems Analogy to Electrical Circuits, Series Pipes & an Example

Lecture 13 - Part 3, Single Fluid Pipes. Finding flow rate & pipe diameter for engineering designs

Lecture 13 - Part 3, Single Fluid Pipes. Finding flow rate & pipe diameter for engineering designs

How to launch a Jupyter notebook on a cluster server (supercomputer) from your computer remotely?

How to launch a Jupyter notebook on a cluster server (supercomputer) from your computer remotely?

Lecture 13 - Part 2, Single Fluid Pipes, 3 Type of Problems. Pressure drop head loss Moody diagram

Lecture 13 - Part 2, Single Fluid Pipes, 3 Type of Problems. Pressure drop head loss Moody diagram