I made this presentation for my own college assignment and i had referred contents from websites and other presentations and made it presentable and reasonable hope you will like it!!!
A conceptual description of the van der Waals equation for real gases. Discussion of van der Waals constants a and b, plus conceptual example. Does not assume that intermolcular forces have been learned previously. General Chemistry
This is the PowerPoint presentation for students of grade 10. Here you will get a chance to know about the Laws of pressure, liquid pressure, Upthrust, Archimede's Principle, Density and Thermometer. Everything is briefly explained as notes with proper experimental verification, examples, and some other interesting facts about this lesson.
I made this presentation for my own college assignment and i had referred contents from websites and other presentations and made it presentable and reasonable hope you will like it!!!
A conceptual description of the van der Waals equation for real gases. Discussion of van der Waals constants a and b, plus conceptual example. Does not assume that intermolcular forces have been learned previously. General Chemistry
This is the PowerPoint presentation for students of grade 10. Here you will get a chance to know about the Laws of pressure, liquid pressure, Upthrust, Archimede's Principle, Density and Thermometer. Everything is briefly explained as notes with proper experimental verification, examples, and some other interesting facts about this lesson.
More: http://www.pinoybix.org
Lesson Objectives:
Phases of Matter
Density and Specific Gravity
Pressure in Fluids
Atmospheric Pressure and Gauge Pressure
Pascalās Principle
Measurement of Pressure; Gauges and the Barometer
Buoyancy and Archimedesā Principle
Fluids in Motion; Flow Rate and the Equation of Continuity
Bernoulliās Equation
Applications of Bernoulliās Principle: from Torricelli to Airplanes, Baseballs, and TIA
Viscosity
Flow in Tubes: Poiseuilleās Equation, Blood Flow
Surface Tension and Capillarity
Pumps, and the Heart
Basic concept and techniques of Flow measurement are described.
Bernoulli's Principle, Hagen Poiseuille Law, Coanda and Coriolis Effect are described..
RMD24 | Retail media: hoe zet je dit in als je geen AH of Unilever bent? Heid...BBPMedia1
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Grote partijen zijn al een tijdje onderweg met retail media. Ondertussen worden in dit domein ook de kansen zichtbaar voor andere spelers in de markt. Maar met die kansen ontstaan ook vragen: Zelf retail media worden of erop adverteren? In welke fase van de funnel past het en hoe integreer je het in een mediaplan? Wat is nu precies het verschil met marketplaces en Programmatic ads? In dit half uur beslechten we de dilemma's en krijg je antwoorden op wanneer het voor jou tijd is om de volgende stap te zetten.
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Affordable Stationery Printing Services in Jaipur | Navpack n PrintNavpack & Print
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Looking for professional printing services in Jaipur? Navpack n Print offers high-quality and affordable stationery printing for all your business needs. Stand out with custom stationery designs and fast turnaround times. Contact us today for a quote!
India Orthopedic Devices Market: Unlocking Growth Secrets, Trends and Develop...Kumar Satyam
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According to TechSci Research report, āIndia Orthopedic Devices Market -Industry Size, Share, Trends, Competition Forecast & Opportunities, 2030ā, the India Orthopedic Devices Market stood at USD 1,280.54 Million in 2024 and is anticipated to grow with a CAGR of 7.84% in the forecast period, 2026-2030F. The India Orthopedic Devices Market is being driven by several factors. The most prominent ones include an increase in the elderly population, who are more prone to orthopedic conditions such as osteoporosis and arthritis. Moreover, the rise in sports injuries and road accidents are also contributing to the demand for orthopedic devices. Advances in technology and the introduction of innovative implants and prosthetics have further propelled the market growth. Additionally, government initiatives aimed at improving healthcare infrastructure and the increasing prevalence of lifestyle diseases have led to an upward trend in orthopedic surgeries, thereby fueling the market demand for these devices.
[Note: This is a partial preview. To download this presentation, visit:
https://www.oeconsulting.com.sg/training-presentations]
Sustainability has become an increasingly critical topic as the world recognizes the need to protect our planet and its resources for future generations. Sustainability means meeting our current needs without compromising the ability of future generations to meet theirs. It involves long-term planning and consideration of the consequences of our actions. The goal is to create strategies that ensure the long-term viability of People, Planet, and Profit.
Leading companies such as Nike, Toyota, and Siemens are prioritizing sustainable innovation in their business models, setting an example for others to follow. In this Sustainability training presentation, you will learn key concepts, principles, and practices of sustainability applicable across industries. This training aims to create awareness and educate employees, senior executives, consultants, and other key stakeholders, including investors, policymakers, and supply chain partners, on the importance and implementation of sustainability.
LEARNING OBJECTIVES
1. Develop a comprehensive understanding of the fundamental principles and concepts that form the foundation of sustainability within corporate environments.
2. Explore the sustainability implementation model, focusing on effective measures and reporting strategies to track and communicate sustainability efforts.
3. Identify and define best practices and critical success factors essential for achieving sustainability goals within organizations.
CONTENTS
1. Introduction and Key Concepts of Sustainability
2. Principles and Practices of Sustainability
3. Measures and Reporting in Sustainability
4. Sustainability Implementation & Best Practices
To download the complete presentation, visit: https://www.oeconsulting.com.sg/training-presentations
The world of search engine optimization (SEO) is buzzing with discussions after Google confirmed that around 2,500 leaked internal documents related to its Search feature are indeed authentic. The revelation has sparked significant concerns within the SEO community. The leaked documents were initially reported by SEO experts Rand Fishkin and Mike King, igniting widespread analysis and discourse. For More Info:- https://news.arihantwebtech.com/search-disrupted-googles-leaked-documents-rock-the-seo-world/
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A personal brand exploration presentation summarizes an individual's unique qualities and goals, covering strengths, values, passions, and target audience. It helps individuals understand what makes them stand out, their desired image, and how they aim to achieve it.
Business Valuation Principles for EntrepreneursBen Wann
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Remote sensing and monitoring are changing the mining industry for the better. These are providing innovative solutions to long-standing challenges. Those related to exploration, extraction, and overall environmental management by mining technology companies Odisha. These technologies make use of satellite imaging, aerial photography and sensors to collect data that might be inaccessible or from hazardous locations. With the use of this technology, mining operations are becoming increasingly efficient. Let us gain more insight into the key aspects associated with remote sensing and monitoring when it comes to mining.
Putting the SPARK into Virtual Training.pptxCynthia Clay
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This 60-minute webinar, sponsored by Adobe, was delivered for the Training Mag Network. It explored the five elements of SPARK: Storytelling, Purpose, Action, Relationships, and Kudos. Knowing how to tell a well-structured story is key to building long-term memory. Stating a clear purpose that doesn't take away from the discovery learning process is critical. Ensuring that people move from theory to practical application is imperative. Creating strong social learning is the key to commitment and engagement. Validating and affirming participants' comments is the way to create a positive learning environment.
RMD24 | Debunking the non-endemic revenue myth Marvin Vacquier Droop | First ...BBPMedia1
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Marvin neemt je in deze presentatie mee in de voordelen van non-endemic advertising op retail media netwerken. Hij brengt ook de uitdagingen in beeld die de markt op dit moment heeft op het gebied van retail media voor niet-leveranciers.
Retail media wordt gezien als het nieuwe advertising-medium en ook mediabureaus richten massaal retail media-afdelingen op. Merken die niet in de betreffende winkel liggen staan ook nog niet in de rij om op de retail media netwerken te adverteren. Marvin belicht de uitdagingen die er zijn om echt aansluiting te vinden op die markt van non-endemic advertising.
Unveiling the Secrets How Does Generative AI Work.pdfSam H
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At its core, generative artificial intelligence relies on the concept of generative models, which serve as engines that churn out entirely new data resembling their training data. It is like a sculptor who has studied so many forms found in nature and then uses this knowledge to create sculptures from his imagination that have never been seen before anywhere else. If taken to cyberspace, gans work almost the same way.
5. 10-1 Phases of Matter The three common phases of matter are solid , liquid , and gas . A solid has a definite shape and size . A liquid has a fixed volume but can be any shape. A gas can be any shape and also can be easily compressed . Liquids and gases both flow , and are called fluids .
6. 10-2 Density and Specific Gravity The density Ļ of an object is its mass per unit volume : The SI unit for density is kg/m 3 . Density is also sometimes given in g/cm 3 ; to convert g/cm 3 to kg/m 3 , multiply by 1000. Water at 4 Ā° C has a density of 1 g/cm 3 = 1000 kg/m 3 . The specific gravity of a substance is the ratio of its density to that of water. (10-1)
7. 10-3 Pressure in Fluids Pressure is defined as the force per unit area . Pressure is a scalar; the units of pressure in the SI system are pascals : 1 Pa = 1 N/m 2 Pressure is the same in every direction in a fluid at a given depth ; if it were not, the fluid would flow.
8. 10-3 Pressure in Fluids Also for a fluid at rest, there is no component of force parallel to any solid surface ā once again, if there were the fluid would flow.
9. 10-3 Pressure in Fluids The pressure at a depth h below the surface of the liquid is due to the weight of the liquid above it. We can quickly calculate: This relation is valid for any liquid whose density does not change with depth. (10-3)
10. 10-4 Atmospheric Pressure and Gauge Pressure At sea level the atmospheric pressure is about ; this is called one atmosphere ( atm ). Another unit of pressure is the bar: Standard atmospheric pressure is just over 1 bar. This pressure does not crush us, as our cells maintain an internal pressure that balances it.
11. 10-4 Atmospheric Pressure and Gauge Pressure Most pressure gauges measure the pressure above the atmospheric pressure ā this is called the gauge pressure . The absolute pressure is the sum of the atmospheric pressure and the gauge pressure.
12. 10-5 Pascalās Principle If an external pressure is applied to a confined fluid, the pressure at every point within the fluid increases by that amount. This principle is used, for example, in hydraulic lifts and hydraulic brakes .
13. 10-6 Measurement of Pressure; Gauges and the Barometer There are a number of different types of pressure gauges . This one is an open-tube manometer . The pressure in the open end is atmospheric pressure; the pressure being measured will cause the fluid to rise until the pressures on both sides at the same height are equal .
14. 10-6 Measurement of Pressure; Gauges and the Barometer Here are two more devices for measuring pressure: the aneroid gauge and the tire pressure gauge .
15. 10-6 Measurement of Pressure; Gauges and the Barometer This is a mercury barometer, developed by Torricelli to measure atmospheric pressure . The height of the column of mercury is such that the pressure in the tube at the surface level is 1 atm. Therefore, pressure is often quoted in millimeters (or inches) of mercury.
16. 10-6 Measurement of Pressure; Gauges and the Barometer Any liquid can serve in a Torricelli-style barometer, but the most dense ones are the most convenient. This barometer uses water .
17. 10-7 Buoyancy and Archimedesā Principle This is an object submerged in a fluid. There is a net force on the object because the pressures at the top and bottom of it are different. The buoyant force is found to be the upward force on the same volume of water:
18. 10-7 Buoyancy and Archimedesā Principle The net force on the object is then the difference between the buoyant force and the gravitational force.
19. 10-7 Buoyancy and Archimedesā Principle If the objectās density is less than that of water, there will be an upward net force on it, and it will rise until it is partially out of the water.
20. 10-7 Buoyancy and Archimedesā Principle For a floating object, the fraction that is submerged is given by the ratio of the objectās density to that of the fluid.
21. 10-7 Buoyancy and Archimedesā Principle This principle also works in the air; this is why hot-air and helium balloons rise.
22. 10-8 Fluids in Motion; Flow Rate and the Equation of Continuity If the flow of a fluid is smooth, it is called streamline or laminar flow (a). Above a certain speed, the flow becomes turbulent (b). Turbulent flow has eddies ; the viscosity of the fluid is much greater when eddies are present.
23. We will deal with laminar flow. The mass flow rate is the mass that passes a given point per unit time. The flow rates at any two points must be equal , as long as no fluid is being added or taken away. This gives us the equation of continuity : 10-8 Fluids in Motion; Flow Rate and the Equation of Continuity (10-4a)
24. 10-8 Fluids in Motion; Flow Rate and the Equation of Continuity If the density doesnāt change ā typical for liquids ā this simplifies to . Where the pipe is wider , the flow is slower .
25. 10-9 Bernoulliās Equation A fluid can also change its height . By looking at the work done as it moves, we find: This is Bernoulliās equation. One thing it tells us is that as the speed goes up, the pressure goes down.
26. 10-10 Applications of Bernoulliās Principle: from Torricelli to Airplanes, Baseballs, and TIA Using Bernoulliās principle, we find that the speed of fluid coming from a spigot on an open tank is: This is called Torricelliās theorem. (10-6)
27. 10-10 Applications of Bernoulliās Principle: from Torricelli to Airplanes, Baseballs, and TIA Lift on an airplane wing is due to the different air speeds and pressures on the two surfaces of the wing.
28. 10-10 Applications of Bernoulliās Principle: from Torricelli to Airplanes, Baseballs, and TIA A sailboat can move against the wind, using the pressure differences on each side of the sail, and using the keel to keep from going sideways.
29. 10-10 Applications of Bernoulliās Principle: from Torricelli to Airplanes, Baseballs, and TIA A ballās path will curve due to its spin , which results in the air speeds on the two sides of the ball not being equal.
30. 10-10 Applications of Bernoulliās Principle: from Torricelli to Airplanes, Baseballs, and TIA A person with constricted arteries will find that they may experience a temporary lack of blood to the brain ( TIA ) as blood speeds up to get past the constriction , thereby reducing the pressure.
31. 10-10 Applications of Bernoulliās Principle: from Torricelli to Airplanes, Baseballs, and TIA A venturi meter can be used to measure fluid flow by measuring pressure differences.
32. 10-10 Applications of Bernoulliās Principle: from Torricelli to Airplanes, Baseballs, and TIA Air flow across the top helps smoke go up a chimney , and air flow over multiple openings can provide the needed circulation in underground burrows.
33. 10-11 Viscosity Real fluids have some internal friction , called viscosity . The viscosity can be measured; it is found from the relation where Ī· is the coefficient of viscosity . (10-8)
34. 10-12 Flow in Tubes; Poiseuilleās Equation, Blood Flow The rate of flow in a fluid in a round tube depends on the viscosity of the fluid, the pressure difference, and the dimensions of the tube. The volume flow rate is proportional to the pressure difference , inversely proportional to the length of the tube and to the pressure difference , and proportional to the fourth power of the radius of the tube.
35. This has consequences for blood flow ā if the radius of the artery is half what it should be, the pressure has to increase by a factor of 16 to keep the same flow. Usually the heart cannot work that hard, but blood pressure goes up as it tries. 10-12 Flow in Tubes; Poiseuilleās Equation, Blood Flow
36. 10-13 Surface Tension and Capillarity The surface of a liquid at rest is not perfectly flat; it curves either up or down at the walls of the container. This is the result of surface tension , which makes the surface behave somewhat elastically.
37. 10-13 Surface Tension and Capillarity Soap and detergents lower the surface tension of water. This allows the water to penetrate materials more easily. Water molecules are more strongly attracted to glass than they are to each other; just the opposite is true for mercury .
38. 10-13 Surface Tension and Capillarity If a narrow tube is placed in a fluid, the fluid will exhibit capillarity .
39. 10-14 Pumps, and the Heart This is a simple reciprocating pump. If it is to be used as a vacuum pump, the vessel is connected to the intake ; if it is to be used as a pressure pump, the vessel is connected to the outlet .
40. 10-14 Pumps, and the Heart (a) is a centrifugal pump; (b) a rotary oil-seal pump; (c) a diffusion pump
41. 10-14 Pumps, and the Heart The heart of a human, or any other animal, also operates as a pump .
42. 10-14 Pumps, and the Heart In order to measure blood pressure , a cuff is inflated until blood flow stops. The cuff is then deflated slowly until blood begins to flow while the heart is pumping, and then deflated some more until the blood flows freely .