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Engineering Minutes
Индия
Добавлен 24 окт 2016
short & Basic concepts of Engineering.
Covering Diploma, B.E & B.Tech Related Questions.
Raise your question ; We will provide answers.
Covering Diploma, B.E & B.Tech Related Questions.
Raise your question ; We will provide answers.
Buoyancy Force: Fluid Mechanics Fundamentals
Dive into the fascinating world of buoyancy force with this informative video! Explore the fundamental principles behind why objects float or sink in fluids. From Archimedes' principle to real-world applications, discover how buoyancy plays a crucial role in our daily lives. Join us for a captivating journey through fluid dynamics and gain a deeper understanding of this essential force that influences everything from ships to hot air balloons. Uncover the science behind buoyancy in a visually engaging and easily digestible format. Get ready to be buoyed by knowledge!
Просмотров: 119
Видео
Uplifting Magic of Fluid...|| Engineering Minutes||
Просмотров 81Год назад
Discovering the magic of buoyancy! 💦🛁🧡 Today, we dove into the fascinating world of buoyancy. We filled the bathtub with water and experimented with different objects - some floated effortlessly, while others sank like stones! 🤔🚢 It's amazing how the science of buoyancy keeps boats afloat and allows us to enjoy relaxing baths! 🛥️💧 We learned that it's all about finding that perfect balance betw...
Capillary Action : Fluid Mechanics Fundamentals
Просмотров 518Год назад
Unlock the magic of capillary action! Watch as liquids defy gravity and move mysteriously through tiny spaces. Discover the science behind this phenomenon in our short, captivating video. 🌊💧 #capillaryaction #ScienceExplained
Defy the gravity...||Engineering minutes|| #fluid #science #engineering
Просмотров 37Год назад
🌊 Unveiling the Gravity-Defying Trick of Nature: How does water climb against all odds? Stay tuned for our upcoming video where we unravel the secrets of this trick! 🚰 Prepare to be amazed by the science that makes water dance on surfaces. 💧 Stay curious and keep an eye out for the magic! ✨
Surface Tension : A Fundamentals of Fluid Mechanics || Engineering Minutes || #science #fluid
Просмотров 351Год назад
Unveil the Invisible: Exploring the Marvels of Surface Tension. Dive into the captivating world of surface tension, where liquids defy gravity and create stunning displays. Join us as we reveal the secrets behind this hidden force that shapes our everyday experiences. Subscribe now for a closer look at the mesmerizing science of surface tension! Please give your feedback in the comment section....
From Droplets to Insects....||Engineering Minutes|| #science #fluid #engineering
Просмотров 50Год назад
Unveil the hidden forces that shape our world in this captivating teaser video. Discover the awe-inspiring phenomenon that defies gravity and creates mesmerizing patterns. Witness water droplets defy expectations, insects glide effortlessly, and liquids dance in ways you've never imagined. Prepare to be amazed as we delve into the fascinating world of surface tension. Subscribe now and embark o...
Viscosity: Fundamentals of Fluid Mechanics || Engineering Mechanics|| #fluid #science #engineering
Просмотров 133Год назад
Dive into the captivating world of viscosity in this educational video. Discover the concept of viscosity and its impact on liquid flow. Witness engaging demonstrations and real-world examples showcasing varying levels of viscosity. Explore the distinction between Newtonian and non-Newtonian fluids, and the fascinating science behind viscosity measurements. Gain a comprehensive understanding of...
From Honey to Lava.. || Engineering Minutes|| #fluid #fluidmechanics #liquids #science #physics
Просмотров 95Год назад
get ready for an exciting new series on fluid properties! stay tuned! @engineeringminutes5997
Moment of Inertia || Engineering Minutes || #physics #motion #engineering #science
Просмотров 198Год назад
Hello guys, What is moment of inertia. We have tried to clear the difference between mass and area moment of inertia. How this properties are differing from each other and in which application they are used to solve the problem, that is the intention of this video. Please give your feedback in the comment section. @engineeringminutes5997 Facebook page: engineering.minutes/ Instagra...
Moment of Inertia in 1 Minute || Engineering Minutes|| #Inertia #Physics #engineering
Просмотров 206Год назад
what is moment of inertia? stay tuned for detailed video. Please give your feedback in the comment section. @engineeringminutes5997 Facebook page: engineering.minutes/ Instagram: engineeringminute Gmail: eng.minutes@gmail.com
Friction Head Loss || Engineering Minutes || #fluid #science #friction #pressure
Просмотров 373Год назад
Hello guys, Let's solve Max's Problem! Frictional head loss is the reduction in pressure that occurs when fluid flows through a pipe or duct due to friction. It is an important consideration in many engineering applications, including pipeline and HVAC system design. Frictional head loss can be calculated using formulas and equations based on system characteristics. The video will explore the c...
Application of Bernoulli's Equation #fluid #bernoulli #pressure #engineering #science #Physics
Просмотров 399Год назад
Hello guys, Let's solve Max's Problem! Bernoulli's equation has a variety of applications, but before you apply it, let's understand the basics of it and how you can apply it. Bernoulli's equation is applied to real-life examples and explained how you can get your value as a result. Please give your feedback in the comment section. @engineeringminutes5997 Link to Vapor pressure video: ruclips.n...
Pressure: Static, Dynamic and Total #fluid #fluiddynamics #pressure #pascallaw
Просмотров 433Год назад
Pressure: Static, Dynamic and Total #fluid #fluiddynamics #pressure #pascallaw
Cavitation in fluid system || Engineering Minutes ||
Просмотров 2023 года назад
Cavitation in fluid system || Engineering Minutes ||
Vapour Pressure || Engineering Minutes ||
Просмотров 2274 года назад
Vapour Pressure || Engineering Minutes ||
Concept of Evaporation || Engineering Minutes ||
Просмотров 2094 года назад
Concept of Evaporation || Engineering Minutes ||
Why entropy is increasing|| Part-2 || Engineering Minutes ||
Просмотров 984 года назад
Why entropy is increasing|| Part-2 || Engineering Minutes ||
Entropy - Root and meaning || Part 1|| Engineering Minutes
Просмотров 1854 года назад
Entropy - Root and meaning || Part 1|| Engineering Minutes
Geometric Dimensions and Tolerances || Engineering Minutes||
Просмотров 1955 лет назад
Geometric Dimensions and Tolerances || Engineering Minutes||
Mazda's Hybrid Engine || SkyActiv-X || Gasoline & Diesel Combined Engine || Engineering Minutes
Просмотров 3625 лет назад
Mazda's Hybrid Engine || SkyActiv-X || Gasoline & Diesel Combined Engine || Engineering Minutes
Implications of Einstein's Famous Equation ||Engineering Minutes ||
Просмотров 805 лет назад
Implications of Einstein's Famous Equation ||Engineering Minutes ||
Comparison between Atom bomb and Hydrogen bomb || Engineering Minutes ||
Просмотров 2715 лет назад
Comparison between Atom bomb and Hydrogen bomb || Engineering Minutes ||
Nuclear Fusion breakthrough as "China's artificial sun" reaches 100 million degrees || EM ||
Просмотров 5436 лет назад
Nuclear Fusion breakthrough as "China's artificial sun" reaches 100 million degrees || EM ||
Moment of Inertia || Engineering Minutes||
Просмотров 9896 лет назад
Moment of Inertia || Engineering Minutes||
Pressure, Velocity and Nozzle ||Engineering Minutes ||
Просмотров 63 тыс.6 лет назад
Pressure, Velocity and Nozzle ||Engineering Minutes ||
Light and Colors || How Can We see Different colors || Engineering Minutes ||
Просмотров 806 лет назад
Light and Colors || How Can We see Different colors || Engineering Minutes ||
Degree of Freedom || DoF || Mechanism and Robotics || Engineering Minutes ||
Просмотров 51 тыс.6 лет назад
Degree of Freedom || DoF || Mechanism and Robotics || Engineering Minutes ||
Difference Between Evaporation & Boiling || Engineering Minutes ||
Просмотров 5046 лет назад
Difference Between Evaporation & Boiling || Engineering Minutes ||
Why Datum is Required?? || Engineering Minutes ||
Просмотров 30 тыс.6 лет назад
Why Datum is Required?? || Engineering Minutes ||
Basic Needs of Power Transmission System ||Engineering Minutes ||
Просмотров 916 лет назад
Basic Needs of Power Transmission System ||Engineering Minutes ||
Thanks
3 DOF
Waiting for the video 👍🏽
Thank you 👍
x,y,r about z 3 DOF
Nice and very good
Can you bring your old voice??
Sure we will think about it.
Can you make videos in hindi also
Hy bro , I want to chat on whatsapp app for engineering
Sir mujhe ek baat bataye agar straight pipe ke ek or mai compressor laga du aur usse high pressure release karu to pipe ke andar ka fluid ki velocity bhi badhegi uss high pressure ke badhne se to pressure or velocity inversely proportional kaisa hua please ek real example deke samjhaye
Please reply sir
Aapke question me hi aapka answer he, jab hum compressor laga rahe he to hum ek energy source add kar rahe he bahar se to humme us external energy ko bhi consider karna padega..lekin yaha par Bernoulli ke principle me baat energy comparision ki ho rahi he...to agar aap compressor lagate ho to bhi uske baad k two points ki energy comparision karte ho or agar cross section bhi change ho raha he to result same hi rahega...i hope it will be clear...but you can watch our next video on it for the practical problem.
Is the pressure of liquid equal to atmospheric pressure when it comes out of the pipe ?
Yes. It doesn’t matter if the water is dribbling out or blasting out hundreds of feet, the pressure is zero.
@@RiffMusic1970so if I have 70psi with 0.1m/s going towards a household, does it mean the household will not actually get a good amount of flow? What if it is 0.7psi but with 2.0m/s velocity? During the design of a network, would the designer prefer a good pressure or a good velocity? The designer has to choose between: 1. High pump head (high opex), smaller pipe diameter (low opex) (high pressure (60-70psi), good velocity (1-2m/s)) 2. Low pump head (low opex), larger pipe diameter (high capex) (good pressure (20-30psi), good velocity (1-2m/s)
@@rcane6842 not sure what point you’re making but it doesn’t matter if the pressure is 70 psi or .7 psi, when it’s coming out of the faucet the pressure is zero was the point I was making.
In this case of washing car And reduce the section area by thumb p is reduced and v is increase??
Yes
Nice
simple and great content
Bernoulli equation consists of pressure head velocity head and potential head as said in this video the energy and momentum is conserved one head decreases automatically and the other head increases. So as the area decreases velocity increases and we see a drop in static pressure. But as velocity increases of water jet it will apply more force on its target and that too on a smaller area. So greater the force on smaller area will simply increase the impact pressure.
Exactly!
Hi
Hi
Good
Worthy video
Well done
Keep doing
Great work
Good
Nice
Good
Very nice explanation
P=F/A , F=ma and a= delta v/t right?, combine all these equations and we get P= mv/tA , according to which pressure is directly proportional to velocity, Why is Physics defying itself or am I confused?
He is confusing two different equations & criteria. Bernoulii’s equation (which is talking about hydrostatic pressure or pressure on walls) while here the equation applied is P=F/A which relates pressure of liquid in motion (means Here F at discharge is high due to acceleration and less Area so that also increases Pressure)
p=L*(A/x) where: L is mechanical work (dinamic presure), A area of the pipe section, x distance from the pump, p static presure in a given point As you can see static presure drops with the increase of distance. Also Q=√(p§A²) where § is density Q is masic flow As you can see flow decrees with the decrease of static pressure. So flow decrees with the increase of distance from the pump 😂 I've heard alot of internet self proclaimed "tehnical/scientific gurus" say that flow is constant along the pipe 🤦🤣 They have no idea what they are talking about. Flow is constant IN ONE GIVEN SECTION of the pipe 😂 but not along the pipe 😂 p=L*(A/x) and L=m*v So v=(p*x)/(m*A) As you can see speed decrees with the increase of distance from the pump and increase with the decrease of the area of a section 😂 This is the right explanation why fluid's speed increases in a nozzle 😂 The analogy with the water free flow is wrong because pressure increases towards the end of the pipe due to the weight of the water column 😂 When the pipes are not horizontal things get more complicated because the mass of the fluid could be considerable. It can be neglected only in small hydraulic installations, like cooling, lubrication and fuel system of a car for example. But becomes significant if we talk about a water supply system for a city.🤷
Most engineering problems can't be solved by using pure theoretical math. Math is used to get a close enough value then the value is corrected using coefficients determined by experiments. 🤷 Engineering is doing a very accurate guess work 🤣
great job.
Nice, simple explanation. Thank you.
Great
i cant understand a thing he is saying
very simple but effective explanation. Thanks for sharing.
ruclips.net/video/fX7wFsYa-sM/видео.html
If the video is not in English, then why did you added and English title. that is impolite!
Sorry for the inconvenience.
Thnkyou sir pllz sir MAKE A VIDEO ON GD AND T WITH FULL EXPLAITION❤️🙏
5 dof
Both pressure and temperature are actually also vectors, but not scalar qualities as ignorantly defined, , because by human -invented concept of a vector which is a quantity with a direction Note that a direction here is not actually only one direction, but it can be more than one direction depending on whether the value of a quantity is in a 2 dimensional plane or 3 dimentional space If it is in a plane , then when the quantity is scaled up or down, it will have two different directions which obviously a representation of a vector by the concept of a vector Ex: a point in a rectangular plane always have 2 values corresponding to the vertical and horizontal of the plane, and when it is increased or decreased, the changes of its scalar values obviously have 2 directions If it is in a 3-dimensional space, then when being scaled up or down, the changes of its scalar values will obviously have 3 directions, and represented by such variables as x, y and z Ex: a tree growing from a certain small size to a larger size So the changes of the scalar values of its size which are height, width and depth also have different 3 directions, and therefore obviously the increasing size of the tree can be represented with a vector Similarly, when heat or thermal energy or temperature and pressure change, the motions of air p articles propagate in 3 dimentional space in all 6 directions, but not merely in three directions as the way how other quantities expand or shrink in values So transfers heat or thernal energy and changes of fluid pressure can also be represented with vectors with 6 directions in any limited space, but not that they are scalar quantities as ignorantly understood The only difference between temperature and pressure vectors and all other sorts of vectors which you guys have been taught is the number of directions of such vectors are so nany , but not limited within the max number of directions which is 3 as seen in human-invented mathematics to serve human concepts of zero and either increasing values from zero or decreasing values from below zero. Such unprecedented concepts of vectors as what I am saying are how all forms of matter in the universe arec actually formed and transformed in objective reality without human subjective interpretations Every object has 3 dimentions, and each dimension starts from zero, in human-invented concept of dimensions But in objective reality, every form of matter srarts their formations from their centre of mass which is the neucleus , and expands or grows in all 6 directions of the limited three dimensional space where they are . Such vectors representing such changes of physical values can be called as inward and outward vectors , because such changes of scalar values of such forms of matter propagate in all 6 directions in a limited space representing either the expansion or shrinkage of their physical values, ( inward means shrinking, and outward means expanding ) but not merely in 3 directions as the way how human-invented concepts of mathematics subjectively interpret such natural phenomena as temperature and pressure Take the Earth and an atom for examples. The centre of mass I f the Earth is not located at any starting point of its outward physical structure which is its surface, but it is in the centre of its physical structures, and its formation was not started from anywhere on its poles nor anywhere on its surface Similarly the centre of mass of an atom lies in its nucleus, but not on the orbits of its electrons which form its surface boundary No centre of mass of any form of matter ever lies at zero as how human limited knowledge-invented mathematics says to expand or shrink mererly in three directions which are either above zero or below zero as how such natural phenomena as temperature and presume have always been ignorantly misinterpreted in human limited knowledge-invented mathematics. In other words, the reason why suchb human-invented concepts of dimensions and directions have such contradictions and nonsensicalities is that human-invented concepts of mathematics have flaws and defective holes like any other human-invented concepts
I need report for 5 Degrees of freedom
Why is the volume so low
If any possibilities to measure right side to left side ...??
That's why cc disappear
speak louder please
6
Nice explanation...
If area and velocity are inversely proportional and area n pressure are inversely proportional then velocity and pressure should be directly connected..Pls comment anyone..
It is not like that, velocity is inversely proportional to area only when volume flow rate is constant..and here it is constant..and about pressure, it is not only inversely proportional to area also dependent on force..but anyhow we are talking about total pressure rather than static pressure.
Bernoulli equation consists of pressure head velocity head and potential head as said in this video the energy and momentum is conserved one head decreases automatically and the other head increases. So as the area decreases velocity increases and we see a drop in static pressure. But as velocity increases of water jet it will apply more force on its target and that too on a smaller area. So greater the force on smaller area will simply increase the impact pressure.
Area and pressure are NOT inversely proportional. Area and pressure are directly proportional. When the area increases, pressure increases. When the area decreases, pressure decreases.
Nice explanation 👍
Thanks👍
ruclips.net/channel/UCgnq8tH5o-X3byKaMsuwqHAvideos
I have prove that pressure is dirctly propor to vel .... If you are genius then make video on them
Please share your proof...here everyone come for knowledge only..
l ook ruclips.net/channel/UCgnq8tH5o-X3byKaMsuwqHAvideos
Sir sorry it is secret
I have give word to my teacher
Why give it an English title if the video isn't in English?
Very helpful video 🙏
very nicely explained, for numericals can visit ruclips.net/video/fXPj7N5f6gA/видео.html