There is no dependent relationship between the amplitude and frequency of a wave. Either characteristic may be changed with no effect on the other. If the amplitude is large, the volume will be loud. If the amplitude is small, the volume will be soft. Loudness is a function of the sound wave's amplitude of the sound pressure. Amplitude is the volume of the sound how loud it is. Not at all. There's no direct relationship or connection between frequency and amplitude.

Because there is a relationship between the amplitude of a sound wave and loudness of a sound. The energy and the amplitude are related in such a way that, the greater the amplitude the greater is the energy.

The sound pressure amplitude tells about how loud the tone will be. Pitch is related to a sound's frequency. Volume is related to its amplitude. Q What is the relationship between the pressure and the volume of a gas? Jacques Charles formulated the relationship between volume and temperature of a gas. Relationship exists between the pressure and volume of a gas is known as Boyle's law. Asked By Curt Eichmann. Asked By Leland Grant.

Asked By Veronica Wilkinson. Asked By Daija Kreiger. Asked By Danika Abbott.Volume and density are important physical properties of matter. They are widely used in chemistry and fluid dynamics. Mass of an object can be derived if both these properties are provided. Volume measures the amount of three dimensional space occupied by an object. Ounce, pint and gallon are the units in imperial system for volume. One millilitre is equal to a cubic centimeter.

Volume has dimensions of L 3 length x length x length. Unlike the mass, volume changes according to the external conditions. As an example, volume of a sample of gas depends on the air pressure.

Volume of a solid can be changed when it is melted. For objects with complicated shapes, measuring the amount of displaced liquid is the best option. Density is a physical property of matter, which is a measure of the amount of matter available in a unit volume.

Density is the ratio between mass to volume, and therefore, has the physical dimensions of ML When a solid object is put in to a liquid it will float, if the solid has a lesser density than liquid. This is the reason for ice floating on water.

Relation Between Density And Volume

If two liquids which do not mix with each other with different densities are put together, the liquid with a lesser density floats on the liquid with the higher density. This is known as specific weight, and in this case, units should be Newtons per cubic meter. Difference between volume and density. Volume is measured in cubic meters, whereas density is measured in kilograms per cubic meter. Density is inversely proportional to volume if the mass is constant. That means density decreases when the volume is increased, while keeping the mass constant.

This is why the density of an object may get decreased when it is expanded. Density is an intensive property, whereas volume is an extensive property. Density is the mass calculated by keeping the volume constant that is one unit. Coming from Engineering cum Human Resource Development background, has over 10 years experience in content developmet and management. Leave a Reply Cancel reply.

relationship between volume and density

Difference between volume and density 1.Density is defined as mass per unit volume. Therefore, density is directly proportional to mas of the object and inversely proportional to the volume of the object. Therefore, as volume increasesdensity decreases and vice versa. I am not sure what you mean with "pattern". Density is the amount of mass per unit volume. That depends on the density of whatever occupies that volume. Density is equal to mass divided by volume.

As mass increases so does volume so this is a direct relationship. There is no direct relationship between how much mass an object has and it's volume. That is, mass plays no part in calculating the volume, and volume plays not part in determining mass.

However, they are related by the equation to calculate the density. The mathematical relationship between mass 'm' and volume 'V' is that the ratio of these two quantities is equal to the density. Density is a physical property of a substance. An object will float if it has less density than the fluid in which it is placed. The buoyant force is equal to the volume this may be the submerged part of the volume times the density of the displaced fluid.

Depending on how you interpret the question, the relationship between those two properties either nonexistent or trivial. Volume is an extrinsic property and density ratio of mass to volume is an intrinsic property; there's no relation between them other than IF you know any two of the three properties mass, volume, density you can calculate the missing one. Which equals density. I have no idea what slide3 is, but density is defined as mass per unit volume.

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The part I'm having trouble with is how to convert the surface density line density to volume density surface density and vice versa.

It gave me the right answer, but I doubt that's the right way to think about it and that that formula will always work. I thought maybe the right approach would be to relate the total charges. What's the general process here? I have personally also contemplated this issue, and have come up with a simple solution that is satisfactory, to me at least. I'm sure this can also be found in many textbooks. In general, we have. Intuitively, we feel it should be possible to talk about a three dimensional charge distribution in every case.

The question is how to conceptualize this when discussing surface, line or point charges. The solution comes in the form of the Dirac delta distribution or function, depending who you ask.

Like I said, we have to use the Dirac delta:. Similarly, when considering a line or point charge, one uses two or three Dirac delta's to describe the distribution in 3-space. The charge of the volume is the integral of the infinitesimal charges of the embedded surfaces. Conversely, a finite surface charge density would give you an infinite charge density there - specifically a delta function which, integrated over, would still be a finite total charge. In your example above, the cylinder and disc charges are related by:.

But integrating over the surface charge density is unintuitive and obscures how the surfaces add up to a volume. A better way to look at it: You don't slice the integration volume into surfaces; you slice it into thin, infinitesimal volumes.

Then you don't need to convert between surface and volume densities and it's clear how the chunks add up to the total volume. Now, the "general process" to solve these problems is to directly evaluate the volume integral.

Chopping up a volume and integrating the slices is just a way of skipping some of the steps you'd do evaluating the volume integral directly. You might want to look at the Wikipedia articles on volume elements and the Jacobian.

relationship between volume and density

The following gets a little rambly but discusses why you should sometimes take the slice approach and illustrates where the volume element comes from:. Alternatively, it is sometimes faster to break the volume down into slices whose volume you can write down, and on which the charge density is constant.

This allows you to do an integral over a single variable rather than the volume. If you don't know the volume of the slice, or the function to integrate varies over the finite dimensions of the slice, you can slice the slice! This gives you another nested integral, and one of the finite dimensions of the slice becomes infinitesimal.

We're back to doing the volume integral in polar coordinates. Example:A uniformely charged sphere has linear charge density lambda. And sigma be surface charge density. Sign up to join this community. The best answers are voted up and rise to the top.The properties of a material may be described in many ways.

Any amount of any substance will have a volume.

relationship between volume and density

If you have two containers of water that are different sizes, they each hold a different amount, or volume, of water. The unit for volume is a unit derived from the SI unit of length and is not a fundamental SI measurement. If two water samples have different volumes, they still share a common measurement: the density. Density is another measurement derived from SI basic units. The density of a material is defined as its mass per unit volume. In this example, each volume of water is different and therefore has a specific and unique mass.

The mass of water is expressed in grams g or kilograms kgand the volume is measured in liters Lcubic centimeters cm 3or milliliters mL. If you have ever cooked in a kitchen, you have probably seen some sort of measuring cup, which allows the user to measure liquid volumes with reasonable accuracy.

The measuring cup expresses liquid volume in the standard SI units of liters and milliliters. Most American measuring cups also measure liquid in the older system of cups and ounces. Scientists who work in a laboratory must be familiar with typical laboratory glassware, often called volumetric glassware. These may include beakers, a volumetric flask, an Erlenmeyer flask, and a graduated cylinder. Each of these containers is used in a laboratory setting to measure liquid volumes for different purposes.

Different substances have different densities, so density is often used as a method to identify a material. Comparing the densities of two materials can also predict how substances will interact. If the object has a lower density than water, it will float to the top of the water. An object with a higher density will sink. Air has a density of approximately 1. Liquids tend to form layers when added to water.

Vegetable oil approx. Water itself is a complicated and unique molecule. Recall that the three basic forms of matter are solid, liquid and gas ignore plasma for the time being. As a rule of thumb, almost all materials are more dense in their solid or crystalline form than in their liquid form; place the solid form of almost any material on the surface of its liquid form, and it will sink. Water, on the other hand, does something very special: ice the solid form of water floats on liquid water.

At that point, the density trend reverses. The implications of this simple fact are enormous: when a lake freezes, ice crusts at the surface and insulates the liquid below from freezing, while at the same time allowing the colder water with a temp of approx. If ice did not float, it would sink to the bottom, allowing more ice to form and sink, until the lake froze solid!

Boundless vets and curates high-quality, openly licensed content from around the Internet. This particular resource used the following sources:. Skip to main content. Introduction to Chemistry. Search for:. Volume and Density. Learning Objective Describe the relationship between density and volume.

Relation Between Pressure And Density

Key Points The volume of a substance is related to the quantity of the substance present at a defined temperature and pressure. The volume of a substance can be measured in volumetric glassware, such as the volumetric flask and the graduated cylinder. Density indicates how much of a substance occupies a specific volume at a defined temperature and pressure. The density of a substance can be used to define the substance.Tools like SumoMe Heat Maps and CrazyEgg are great ways to break down the number of clicks made by users on your tracked site pages.

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CEEN 341 - Lecture 3 - Weight Volume Relationships and Relative Density

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