We think the best way to show you different values of the density of water lb/ft3 at different temperatures is gathering these results in a chart. How does the density of water lb/ft3 change at different temperatures? Are these values similar to 62.4 lb/ft3 or totally different? The answers to these questions you will find down below. Water density in lb/ft3 at different temperatures So if you know the basic value of density of water lb/ft3 and what are the conditions like temperature and salinity then, we can move on to the next, more specific, parts of this article. On the one hand, the water molecules move faster, on the other hand, in water starts forming clusters. Why? At 4 degrees Celsius in water acts 2 opposing effects, which ‘extend’ water. Here is the exact value for fresh water at 4 degrees Celsius: 62.4264 lb/ft3.Ī little tidbit – this value in the full version which we gave you above is also the maximum of the density of water. There is no salinity in both cases.Īnd as we said before, this value is rounded off. You have to remember that this basic value is given at a particular temperature – that is at 4 degrees Celsius (39.2 degrees Fahrenheit).Īnd what about salinity of water, which has the density equal to 62.4 lb/ft3 at 4 degrees Celsius? You have to know that this value is given for fresh water and pure water. Second, we want to discuss this value in light of the temperature and salinity. It means it is not an exact value, but only an approximation which will be totally sufficient in everyday life. You can see this result also down below:Īnd now we want to tell you a little more about this value of the water density lb/ft3.įirst, you have to know that this value is rounded off to one decimal place. So what is the density of water lb/ft3? The answer is 62.4. So when someone, for instance, your Physics teacher, asks you: what is the density of water lb/ft3, you can say this value and it will be the correct answer.īut before you can answer the question like that, firstly we need to give you the answer. What is this ‘basic value’? It is the most commonly known value of the density of water in a particular unit, in this case lb/ft3. It works the same when it comes to the water density in lb/f3. The density of water in different units has its basic value. Density of water lb/ft3 – the basic value But now let’s focus on the water density lb/ft3 at all. We will tell you more about differences in the density of water caused by changes in temperature or the salinity level in next parts of this article. That’s why only the definition of water density is not sufficient. When even one of these 2 factors changes, the density of water also changes. The first of these is the temperature of water. We want to tell you about the 2 of them, the most important ones. The density of water depends on many factors. Of course, it is a basic thing you need to know, but you have to pay attention to 2 more things. To be more specific, here you can see the definition of density of water lb/ft3: Mass of water given in pounds per its volume given in cubic feet.īut this definition is not sufficient for you. How does it look after a little modification? The density of water is its mass per unit volume. This definition is also correct when it comes to water. The density is sometimes called the volumetric mass density or specific mass. So what is the definition of density? The density of a substance is its mass per unit volume. We want to explain to you what the density is exactly. As you can see, we gathered here all you need to know about the water density in pounds per cubic feet. Moreover, we will tell you a little about water density at different temperatures and also show you how you can calculate the density lb/ft3. What can you find in this article? First of all, the density of water at standard conditions in lb/ft3. So keep reading to finally know the most important information about the density of water lb/ft3. This article is a huge compendium about water density lb/ft3. The density of water – are you wondering what it is exactly? If yes, you couldn’t have chosen better.
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