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Diggu Science
Indonesia
Приєднався 16 лис 2023
A simple tutorial on fluid mechanics. Important terms in fluid mechanics, along with some practice problems.
The Concept of Pascal's Law [Fluid Mechanics]
Let's read the written statement of Pascal's law first. That the pressure exerted on a liquid in a closed space is transmitted equally in all directions.
#fluidstatics
#fluidstatics
Переглядів: 38
Відео
The Concept of Density [Fluid Mechanics]
Переглядів 5512 годин тому
Density is defined as the ratio between mass and volume. In this series, we will learn to know what density is. And, why density is important #fluidstatics #density
Convective Acceleration Animation [Fluid Mechanics]
Переглядів 30День тому
In fluid kinematics we know the term convective acceleration. In simple language convective acceleration is defined as the rate of change of velocity due to the change of position of fluid particles in a fluid flow. ⏱️TIMESTAMPS: 00:00 Intro 00:09 Definition of Convective Acceleration 00:53 Concept of Convective Acceleration 01:57 Convective Acceleration Equation 02:55 Outro #FluidMechanics #Fl...
Gas Pressure On Manometer [Fluid Mechanics]
Переглядів 3714 днів тому
A manometer tube is used to steam gas. The mercury on one side of the tube rises 5 cm measured against the surface of the mercury on the other side of the tube. (Atmospheric pressure = 101 325 Pa, Acceleration due to gravity = 9.8 m / s², Density of mercury = 13 600 Kg / m³) ⏱️TIMESTAMPS: 00:00 Intro 00:27 Manometer Concept 01:05 Gas Pressure 02:40 Outro #Manometer #FluidMechanics #FluidStatics
Barometric Pressure [Fluid Mechanics]
Переглядів 7514 днів тому
A mercury barometer shows a reading of 75.6 cm. What is the atmospheric pressure in the area? Density of mercury = 13600 Kg/m³ Acceleration due to gravity = 9.81 m/s² ⏱️TIMESTAMPS: 00:00 Intro 00:27 Concept of Absolute Pressure 01:12 Concept of Barometer 02:27 Atmospheric Pressure 03:47 Outro #Barometer #FluidMechanics #FluidStatics
The Cell Notation Of Voltaic Cells
Переглядів 2928 днів тому
Cell notations are a shorthand description of voltaic or galvanic (spontaneous) cells. The reaction conditions (pressure, temperature, concentration, etc.), the anode, the cathode, and the electrode components are all described in this unique shorthand Watch the full *ELECTROCHEMISTRY* video: ua-cam.com/play/PLsvfKHltBrsMl6KNPY5_kwKJnd8C_6BlK.html #Electrochemistry
Determinant of Order 2x2 Matrix [Linear Algebra]
Переглядів 27Місяць тому
The determinant is a property of a square matrix. So, in this series, we will learn to calculate the determinant of a 2x2 matrix. ⏱️TIMESTAMPS: 00:02 Linear Algebra Problem 00:11 The Concept of the Determinant of a 2x2 Order Matrix 01:42 Calculating the Determinant of a 2x2 Order Matrix Watch the video related to *LINEAR ALGEBRA* in full: ua-cam.com/play/PLsvfKHltBrsMnX6pVfDw-hdH2DiIgJbvu.html
Matrix Multiplication [Linear Algebra]
Переглядів 16Місяць тому
In this series, we will learn to calculate the multiplication between matrices multiplied by matrices. ⏱️TIMESTAMPS: 00:02 Linear Algebra Problem 00:25 Matrix Multiplication Concept 02:05 Calculating Matrix Multiplication Watch the video related to *LINEAR ALGEBRA* in full: ua-cam.com/play/PLsvfKHltBrsMnX6pVfDw-hdH2DiIgJbvu.html
Scalar Multiplication of Matrix [Linear Algebra]
Переглядів 18Місяць тому
A quantity that has only magnitude is called a scalar quantity. So, in this series, we will learn to calculate multiplication between scalar numbers and matrices. ⏱️TIMESTAMPS: 00:02 Linear Algebra Problem 0:22 The Concept of Scalar Multiplication 0:57 Calculating Scalar Multiplication of Matrix Watch the video related to *LINEAR ALGEBRA* in full: ua-cam.com/play/PLsvfKHltBrsMnX6pVfDw-hdH2DiIgJ...
Matrix Addition [Linear Algebra]
Переглядів 23Місяць тому
Several matrices can be added to form a new matrix. So, in this series, we will learn to calculate the sum of 2 matrices ⏱️TIMESTAMPS: 00:02 Linear Algebra Problem 00:12 The Concept of Matrix Addition 01:42 Calculating Matrix Addition Watch the video related to *LINEAR ALGEBRA* in full: ua-cam.com/play/PLsvfKHltBrsMnX6pVfDw-hdH2DiIgJbvu.html
The Angle Between 2 Vectors [Vector Analysis]
Переглядів 124Місяць тому
The dot product can also be calculated via the norm of each vector. Through the vector norm, we can calculate the angle formed by the 2 starting points of the vector. ⏱️TIMESTAMPS: 00:03 Problem About Angles Between Vectors 00:16 Dot Product Concept 00:53 Calculating Vector Angles #DotProduct #VectorAnalysis
Dot Product Concept [Vector Analysis]
Переглядів 87Місяць тому
The dot product is the product of 2 vectors which results in a scalar. The result of this product is known as the dot product. So, in this series, we will learn what a dot product is ⏱️TIMESTAMPS: 00:03 Problem About Dot Product 00:18 Dot Product Concept 00:58 Calculate the Dot Product #DotProduct #VectorAnalysis
Electrolysis Cell Animation
Переглядів 141Місяць тому
Here is a chemical tube. Inside this tube there is molten NaCl. 2 graphite electrodes are dipped into it. Furthermore, these two electrodes are connected by a cable. It turns out that electric current does not flow through the cable as it does in a Volta cell, there is no chemical reaction around the electrodes. Now, the cable is connected to the battery. The positive pole of the battery is on ...
Transpose Matrix [Linear Algebra]
Переглядів 42Місяць тому
Transpose matrix is a type of matrix that is obtained by changing elements from another matrix. Where, a series of row elements becomes a row of column elements. Well, in this series, we will learn to get to know matrix transpose. ⏱️TIMESTAMPS: 00:02 Linear Algebra Problem 00:17 The Concept of Transpose Matrix 01:30 Calculating the Transpose of a Matrix Watch the video related to *LINEAR ALGEBR...
Types of Matrices [Linear Algebra]
Переглядів 37Місяць тому
In this series, we will learn to recognize several types of matrices. ⏱️TIMESTAMPS: 00:01 Row Matrix 00:31 Column Matrix 01:04 Square Matrix 01:54 Zero Matrix 02:20 Diagonal Matrix 03:05 Scalar Matrix 03:52 Identity Matrix 04:35 Upper Triangular Matrix 05:29 Lower Triangular Matrix Watch the video related to *LINEAR ALGEBRA* in full: ua-cam.com/play/PLsvfKHltBrsMnX6pVfDw-hdH2DiIgJbvu.html
Introduction to Matrix [Linear Algebra]
Переглядів 53Місяць тому
Introduction to Matrix [Linear Algebra]
Vector Norms Concept [Vector Analysis]
Переглядів 31Місяць тому
Vector Norms Concept [Vector Analysis]
Calculating Curl Value At A Specific Point [Vector Analysis]
Переглядів 16Місяць тому
Calculating Curl Value At A Specific Point [Vector Analysis]
Interpretation of Curl [Vector Analysis]
Переглядів 97Місяць тому
Interpretation of Curl [Vector Analysis]
Calculating the Divergence Value of a Vector at a Point [Vector Analysis]
Переглядів 31Місяць тому
Calculating the Divergence Value of a Vector at a Point [Vector Analysis]
Interpretation of Divergence of Vectors [Vector Analysis]
Переглядів 432 місяці тому
Interpretation of Divergence of Vectors [Vector Analysis]
Gradient Interpretation of Functions with 3 Independent Variables [Vector Analysis]
Переглядів 442 місяці тому
Gradient Interpretation of Functions with 3 Independent Variables [Vector Analysis]
Calculating Tangent Surface Equations [Vector Analysis]
Переглядів 422 місяці тому
Calculating Tangent Surface Equations [Vector Analysis]
Normal Vector Through a Point on a Surface [Vector Analysis]
Переглядів 1062 місяці тому
Normal Vector Through a Point on a Surface [Vector Analysis]
Gradient of 2-Variable Functions Interpretation [Vector Analysis]
Переглядів 312 місяці тому
Gradient of 2-Variable Functions Interpretation [Vector Analysis]
Level Curve Concepts In Multivariable Calculus [Vector Analysis]
Переглядів 642 місяці тому
Level Curve Concepts In Multivariable Calculus [Vector Analysis]
Calculating Grad From Function of 2 Independent Variables
Переглядів 322 місяці тому
Calculating Grad From Function of 2 Independent Variables
How to Calculate Bulk Strain Rate [Fluid Mechanics]
Переглядів 562 місяці тому
How to Calculate Bulk Strain Rate [Fluid Mechanics]
Calculating Rope Tension in a Water Jet [Fluid Momentum]
Переглядів 892 місяці тому
Calculating Rope Tension in a Water Jet [Fluid Momentum]
Calculating Fluid Velocity Through Pipes [Conservation of Mass]
Переглядів 502 місяці тому
Calculating Fluid Velocity Through Pipes [Conservation of Mass]
Brilliant 👍😊
Thank you!
Brilliant ... More conceptual videos please 💛😊👍...
The schedule is very tight, maybe next time. Thanks for watching
@digguscience okay 💛 ...
❤❤
I just say wow. Very good explanation, are you a lecturer.
Thank you for watching
what is its difference between eddy?
Wikipedia defines it as: “In fluid dynamics, an eddy is the swirling of a fluid and the reverse current created when the fluid is in a turbulent flow regime.” So, we get a basic idea that eddies are some sort of structures that ‘swirl’ or ‘twist’ or ‘spin’. Two of the great books in fluid dynamics define eddies as follows: 1. “Identifiable structures in a turbulent flow, particularly those that spin are called eddies.” - Fluid Mechanics, Authors: Pijush K. Kundu, Ira M. Cohen and David R Dowlin 2. “An 'eddy' eludes precise definition, but it is conceived to be a turbulent motion, localized within a region of size l, that is at least moderately coherent over this region. The region occupied by a large eddy can also contain smaller eddies.”- Turbulent Flows (Stephen B. Pope)
A vortex refers to a swirling motion of fluid or air, typically characterized by a center of rotation. Vortices can be observed in various natural and man-made systems, such as tornadoes, hurricanes, whirlpools, and even in the wake behind a moving object. Vortices are typically three-dimensional structures with a well-defined axis of rotation. On the other hand, an eddy is a localized swirling motion within a fluid or air flow. Eddies are often found in turbulent flows and can be thought of as small-scale vortices. They are typically two-dimensional structures and do not have a well-defined axis of rotation like a vortex. Eddies are transient and tend to form and dissipate within a fluid flow. Although both involve swirling motions within a fluid or air, however, they differ in terms of their size, structure, and longevity.
From which book did u take this example. My prof gave same ques on assignment.
I eat rice. Everyone eats rice. Where does the rice come from? Of course, the rice comes from farmers. Something similar does not mean it comes from the same source, just as any farmer can plant rice without needing to know where the rice comes from.
Continue to upload science videos even though the views are close to 0.
I think almost all UA-camrs experience it. Keep working, making better and better videos.
Beautifully shown!
Glad you liked it!
make a video on shear deformation fluid flow
Maybe next time, right now I'll do some videos about vector analysis. @DigguScience
nice 😊
Depending on Reynold's number of the flow ,the flow can be specified as laminar or turbulent.
It was true. The Reynold number can be used to determine whether the fluid flow will be laminar or turbulent.
Actually the total pressure is constant all over the tube so if the static pressure is decreasing alnog the tube so the dynamic pressure will increase which will cause the flow to move .
Wow, that was complete nonsense. ;-)
Thank you for watching this video
@@digguscience I didn't. I watched the first five seconds and then I knew that it would be all bullshit after that. Why would I waste my time on your bullshit? ;-)
Very simple, super
Happy learning. Thank you for watching.
Nice
Not quite right bro. Difference in static pressure means Difference in velocity or dynamic pressure. In this pipe v is the samr
thanks so much!
Great sir😊
You fail to account for the curvature of spacetime. Kudos!!! You were not fooled.
Nycc
2pi(sqrt(m/3k))?
My answer, T = 2π√(m/3k)
Bro plz make sure that oxygen atom doesn't have 16 electrons in it. It has mass number 16 but proton number is 8. So it would have two shells to accommodate 8 electrons in two shells. Hope u know very well. But kindly don't upload videos without prove reading.
You are right. If I have free time, I will immediately make a revised version
No understanding this topic 🤦🤦
This material is conceptual and abstract. This seems similar to the Lagrangian and Eulerian concepts. In the volume control approach, we choose to analyze the fluid in a fixed volume, even though the fluid particles in that volume are different fluid particles. In the systems approach, we only analyze the behavior of the same particles. Like gas fluid in a balloon. The volume of the balloon can change, but the number of particles in the balloon remains the same. Regards
Man what to you use to make these presentations and animations? Btw nice video man👍
Thank you for watching
@@digguscience what software do you use for these animations and presentation?
Amazing video,,,
Thank you! Cheers!
What software do u use bro😅
Nice to have courage when views are almsot0😢
Because a number that looks zero doesn't mean zero. keep the enthusiasm to work better.
Quantum objects can't be seen under a microscope, since the zooming capacity of a microscope is 10^-6 and quantum is anything under 10^-9
Thank you for the additional data.
@@digguscience ur video editing is so good, what software do u use.
Simple but good,, btw "screen" term should be "layer"
Hope it is useful
hey diggu science, u make nice videos I am a new subscriber, and yeah what app do u edit ur videos so that more amount of people can be benifited.
Thanks for subbing
Superb 🎉🎉
Thank you! Cheers!
One of the smart video about dalton atomic model, amazing.
Glad you liked it!
Very inspiring video. short, and clear.
Glad to hear that!