Mathmatical Equation Explaining the Ending Age of the Universe

But there should be some sort of integral in between. Answer 1 of 17.

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The talk was based on his book Our Mathematical Universe.

. In physical cosmology the age of the universe is the time elapsed since the Big BangToday astronomers have derived two different measurements of the age of the universe. Suppose the average density of the universe is equal to the critical density so that o 1. 1 mega parsec 106 parsec and 1 parsec 206265.

For example 29 could be written as 3 3 1 3 1 3 while 32 is unsolvable. You might be thinking to yourself why is. Eg if you take a simple matter-dominated Friedmann cosmology with zero cosmological constant you end up with the age of the universe equalling two-thirds of the reciprocal of the Hubble constant.

With his understanding of mathematics Newton was able to derive the aforementioned gravitational constant for all objects in the universe G 667210-11 N m 2 kg-2This constant allowed him. You now have the age of the Universe in seconds. Since 1Mpc3081019km H0 73 kmsMpc x 1 Mpc308 x 1019 km 237 x 1018 1s.

If the Universe has been expanding at a constant speed since its beginning the Universes age would simply be 1H o. With smaller numbers this type of equation is easier to solve. Measuring the red shift and doing some mathematics.

1Hubble constant is an estimate for the age of our universe. If you know this you can know the fate of the Universe. For example I can work out from the FRW equation that in the case of no Cosmological constant and no radiation in a flat matter dominated universe the age is approximately.

So by popular demand. O 1 3 Ho. Yesterday I explained to you that the only thing that determines how the Universe expands is the amount of energy density in it.

This sum of three cubes puzzle first set in 1954 at the University of Cambridge and known as the Diophantine Equation x 3 y 3 z 3 k challenged mathematicians to find solutions for numbers 1-100. Therefore many consider the holy grail of mathematics to be the same as that of physics. 2 Age of universe ----.

H t a a H 0 Ω m 0 a 3 Ω Λ 0 H a To calculate the age of the universe many books jump directly to the result. V HS that is the velocity of recession of a galaxy is linearly proportional to the distance of the galaxy from the observer through a constant H called Hubbles constantHubbles. In my trying to understand and arrange the actions of the universe with the known laws of physics and to keep the mathematics that works and explain why mathematical formulas can sometimes represent two different processes I have come up with the formula.

Then V and S are related to a first order by a linear equation. But many of you wanted more details. Once I realized the fo.

A measurement based on direct observations of an early state of the universe which indicate an age of 13787 0020 billion years as interpreted with the Lambda-CDM concordance model as. Beginequation t_0 frac23H_0 endequation And in the case of no cosmological constant no radiation no matter and only curvature. With it we can understand the basic construction of our home in the cosmos.

Equations in applied mathematics and mathematical physics are usually of the second kind. The universes age under the differing scenarios ranges from 12 billion to 145 billion years. In that case it can be shown that the age of the universe is given by.

The age of the universe you calculated above corresponds to the case when o 0. A recent value of the Hubble constant H_0 is 71 kmsecmega parsec. The distance scale problem as it is known is incredibly difficult because the distances to.

Next multiply you answer by 309 x 10 19 kmMpc to cancel the distance units. This is the Closest Thing We Have to a Master Equation of the Universe Take a look at the equation that attempts to explain the theory of everything. Expanding Universe First general relativistic models by Einstein predicted a contracting universe 1917 Introduction of Cosmological Constant by Einstein 1922 the Friedmann equation predicted an expanding universe 1928 Georges Lemaitre independently concluded the same Lemaitre was the first to propose a primeval atom theory later known.

It depends on which model of the universe youre using. To turn this into an age well have to do a unit conversion. In the end math is the language of the universe.

My Quest for the Ultimate Nature of Reality Knopf 2014. They express properties of the universe that could in principle have been otherwise. The widely accepted age of the universe as estimated by general relativity is 138 billion yearsIn the beginning everything in existence is thought to have occupied a.

A theory of everything a unified theory that explains all physical reality. If my idea is. Just one equation relates the expansion of space to all the matter and energy we have.

T 0 t 0 d t 0 1 d a d t d a 0 1 d a a. So you can take 1H0as an estimate for the age of the Universe. The explanation gives the computational details.

The history of mathematics is a history of humanity seeking to understand the universe. Math generally plays a vital role in any theory of everything but contemporary cosmologist Max Tegmark even goes so far. Adjusting for all of this the value of the age of the universe becomes 137 billion years plus or minus 02 billion years which is pretty darn close to.

I assume one can do the following. The reciprocal of the Hubble constant H_0 1H_0 is an estimate of the age of our universe after conversion of units for parity. Asuuming this is true calculate the age of the Universe using your value for the Hubble Constant.

With a from above expressin for H. The best estimate for H073kmsMpc. The science for such research Schombert said is ruled by mathematical patterns expressed in equations that often reach different conclusions.

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