What happens if you compress 100 cubic meters of water into 1 cubic meter?

Obviously, a star with only 8% of the mass of the Sun will have a much lower gravity than the Sun, and its core temperature and material density will be much smaller than that of the Sun, which may not be enough to achieve when we compress 100 cubic meters of water into 1 cubic meter. From this, we can deduce that if we compress 100 cubic meters of water into 1 cubic meter, the result is that this water will be compressed into a large mass of plasma, and at the same time, this material may undergo a nuclear fusion reaction and become a very miniature "star".

If the mass of 100 cubic meters of pure water is 1 ton, and the weight of one ton of water is compressed to the size of 1 cubic meter, the density at this time is 100 tons per cubic meter, and the water molecules will become ionic, and the hydrogen atoms in the water molecules will trigger nuclear fusion.

Water becomes a substance with a special state. The compressed water is detached from its own state, and there are new research possibilities.

It's impossible. We don't have such technology. It is usually told that a cubic meter of water, its mass is only one ton, and in the case of no decrease in mass, the volume is compressed to one cubic centimeter by external force, which is equivalent to increasing the density of water to the extent of one ton per cubic centimeter.

I used to have a problem that water cannot be compressed a million times, that is, a cubic meter of water can be compressed to a cubic centimeter. But some say you can compress it to one hundredth of a volume of pure dust? This time, it was said that the compression of 100 cubic meters of water to 1 cubic meter seems to be much smaller, and it should be easier.

But you can't do that, because matter has its own properties and doesn't mean that if the pressure is high enough, it will become infinitely smaller.

Let's start with the fact that in an atmosphere, at Celsius, the density of water is only 1,000 kilograms per cubic meter, or 1 ton per cubic meter. If you take this metric ton of water, a cubic meter of water, all the way down to a cubic centimeter volume, that becomes a cubic centimeter of matter, which weighs a ton.

So, what does this look like? White dwarfs, yes, are the last products of low-mass stars. Obviously, this is beyond human capabilities.

On Earth, there is no way to compress a cubic meter of water into a cubic centimeter. The density of matter on a white dwarf is 1 million grams per cubic centimeter, compared to grams per cubic centimeter on Earth, which is a big difference.

Looking back at the origin of a white dwarf, a low-mass star (usually less than 8 solar masses) sheds most of its mass in the final stages of its evolution, and when its core does not exceed a solar mass, it becomes a stable white dwarf. This is the Chandrasekhar limit. The white dwarf is a dense producer of the gravitational collapse of the star, and since it no longer has the energy to resist the gravitational collapse, that is, it no longer performs the nuclear fusion of the star, it can maintain its shape, and it can keep its shape no longer collapse due to the electron degradation pressure, which is the Pauli exclusion principle.

Not feasible. Because water is very difficult to collect, and it is impossible to compress it when collected, the ability to implement this behavior is as low as it is unwanted, and it is more difficult, and then there is no need to do it.

This is not possible because there is no such technology, because the substance has its own properties, and slippery sterling silver does not mean that if the pressure pants are disturbed enough, it will become infinitely smaller.

This is not feasible because there is no way to do such a thing directly, and it is very unrealistic.

It is impossible, because our temporary science and technology cannot do this, unable to compress water molecules, relatively dense.

This method is really not feasible at all, after all, water is a liquid, and no matter how much you compress it, you can't do it to this extent.

Theoretically, it is possible, but in practice it is impossible.

Yes, but science and technology are not yet supportive, and it will take a long time.

Water is indeed compressible, but the compression is limited, the compressibility coefficient of liquids and solids is very small, and the compressibility coefficient of gases is large.

How big can a cubic meter of water at 20 degrees Celsius become when compressed, you can calculate:

20 degrees Celsius, 1 standard atmosphere of water density kg m320 degrees Celsius, 10mpa water density, so 1 cubic meter of water at 1 standard atmosphere is kg, at 10mpa it is compressed into kg cubic meters, and its volume is reduced by no more than 1,000 percent of the high base five.

In general, solids have a smaller compressibility factor.

Gas is different, a few times the pressure under a smaller pressure can make the volume become a fraction, but the pressure is too high this law does not meet, then the compression coefficient should be significantly reduced, take nitrogen as an example, 20 degrees Celsius, from compression to 10mpa, the pressure is increased by 100 times, the volume becomes 1 100, but from the compression to the early 100mpa, the pressure is increased by 1000 times, and the volume becomes about 1 500

Summary. Hello dear, because the density of liquid is about 1000 times the density of gas, so after compressing gas into liquid, the volume will be reduced to about one thousandth of the original.

Hello, because the density of the liquid source stove is about 1000 times the density of the gas, so after the gas is compressed into liquid, the volume will be reduced to about one thousandth of a hail from the original defense.

At a standard atmospheric pressure, 1 kg per cm of back-twig will be subjected to pressure, and if the air is compressed by a hundred times, the air pressure will become 100 times the original pressure (i.e. about 100 bar is missing). This will subject you to a pressure of 100kg per cm, which is equivalent to 1000m of water.

Is there any change in status and temperature?

Hello dear, there is no change, it changes under the condition of a certain temperature Oh <>

Is there a change in the case of room temperature?

Other conditions must be, his volume changes, only the pressure will change, oh dear.

No matter in the large pressure can compress water, this is the principle of hydraulic formation, as far as you said 10MPa, I will give you an analogy, that is, a 10MPa multistage pump, and a 5MPa pump in a low place to pump water, you open the same "valve position" at the outlet, 10MPa water is more, 5MPa water is less, the reason is the pressure difference, not the compression you say.

Because only gas can be compressed,

According to the equation of state of the ideal qi macro fierce body, it can be obtained.

p₁v₁ =p₂v₂

where p is the initial pressure (1 atm), v is the initial volume (1 cubic meter of the bridge), p is the final pressure (100 atm), and v is the final volume (to be solved).

Substituting the known conditions into the equation can be obtained:

1 * 1 = 100 * v₂

The solution yields v =1 100 cubic meters.

So, the volume of the water body is compressed by 1 - 1 100 = 99 100 cubic meters.

Summary. Hello, I am glad to answer for you that the volume of water is 1m, and the pressure increases from one atmosphere to 100 atmospheres at room temperature, and the volume of water is compressed by one percent.

The pressure of water with a volume of 1m is increased from one atmosphere to 100 large square meters at room temperature.

Hello, I am very happy to answer for you that the volume of water is 1m, and the pressure increases from one atmosphere to 100 atmospheres at room temperature.

Volume, a geometric term, is the amount of space an object occupies. The SI system of units for volume is cubic meters. The volume of a solid object is a numerical value used to describe the space occupied by the object in three-dimensional space.

One-dimensional objects (e.g., lines) and two-dimensional objects (e.g., squares) are zero-volume in three-dimensional space.

Can there be a process?

Volume divided by 100 atmospheres.

And then what. This is the result.