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    Quantum Gravity, Grand Unified Theory, Special Relativity, and General Relativity.

Silas_L's Achievements


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  1. I'll admit my mathematics are completely off base. I posted it here for exactly that reason. The information that I have gotten from this is very helpful.
  2. Basically, what I am getting from this, is that I am wreckless with numbers and firm with ideas. I need to be slower with this, and check my shit twice before I throw numbers.
  3. 1. Where does "44,000,000,000,000w of energy" come from? This was the number of the earths energy that is being produced, as 44 terawatts 2. Converting mass to energy with E=mc2 gives you joules not watts. How did you get watts (which is power, not energy)? Joules per second is watts 3. You have not shown what result you get when you convert the mass to energy. I'll do that. 4. Where does the number "44421698952483" come from? How did you calculate that? This one is irrelivant now, becuase I see the errors that were made calculating it. (I just did KG to watts, and 44tw of energy, no movement, no nothing else) 4a. 1/44421698952483 = 2.25 x 10-14. Why is your result different from this Again, I oopsed on the calculations for the earth. 6. How do you calculate "0.03279285053334" This number is also irrelivant, becuase it doesn't take in to account the speed. But its 1 divided by 32315
  4. So, the calculations go back to an idea. The idea is "Time is its own thing". How do we quantify it? The idea was to follow the inverse of EnergyMass, because that is how and what we observe and determine everything. The max time was calculated from the higgs field, the minimum time was calculated from matter density (the highest I could find a measurement for was Neutron Star matter) More mass, less time. When I started to plug in numbers in to the equation (everything converted from whatever it was to joules per second, or watts) I get ratios of time to time. The maximum ratio of time passage is in an empty volume, the minimum is at a black hole. So the unit of time we need to measure is exactly in the middle of those two things is where a true unit of time passes. The number that this equation spits out fits on an inverse square, according to this knowledge So, when we take that output (the lowest time, and fastest time) and slap this number on the inverse square line, it will show the time dilation according to the known energy of the object/volume. Satellites that are further away actually travel slower. The International Space Station has a Low Earth Orbit, about 400 kilometers (250 miles) above the earth's surface. Objects orbiting at that altitude travel about 28,000 kilometers per hour (17,500 miles per hour).Jan 17, 2013
  5. Those calculations were made assuming I was accounting for everything It's apparent that I'm not. The idea is still valid, i'm just having a hard time translating an idea in to math, I guess.
  6. Give me a few days. This is a shitload of data to crunch, then figure out. Additionally, the 125gev for the persisitent energy in the universe is off, because the higgs field generates 264gev. This doesnt change much. If the higgs field is above 0, and we know there is a limit of the maximum EnergyMass (black holes), then we know that 1 second is right in the middle of the two. We measure seconds relative to our units of time, but one secone we measure, is like 0.001 seconds as calculated from this, we dont start at 1, we start well below 1.
  7. I mean, maybe. But when new information gets added, I don't shun the information, I work with it. Differently weighted things need to travel at different speeds to stay in orbit, dependent on the altitude of their orbit. Though the difference is small, it certainly accounts for the time dilation difference between the weights of the crafts. The different speeds can probably be accounted for by the different heights in orbit. This is going to take a few days to math everything out, and figure out what amount of time the ratio applies to. But the fact is, the more energy and mass in a space that you account for, the more accurate the ratio will be, and the more energy and mass in a volume, the less time passes per second. That's that.
  8. When the energy of movement is factored in, it will equal out to be .0164. At work, can't show that now because notes are at home. Will show later.
  9. The ratio works at 1 second per year, and you scale it up and down from that. That low wattage is the calculation of the positive energy in an empty volume. We know that exists, the higgs field The number in there is arbitrary, I just used the higgs weight. It is arbitrary becuase we know that it cannot be 0, so just above 0 (regardless) is close.
  10. The movement would be added to the watts measurement, I detracted it for simplicity here. The volume is irrelevant, because you are comparing equally voluminous portions of space. So the measurement, regardless of the volume (because they are equal volumes) would be P/1∝1/(E) And when you calculate that in to watts, do 1 divided by the watts (1 passage of time in 1 volume of space), you get the time dilation in seconds per year difference, but that can obviously be scaled up and down.
  11. The number you have for seconds in a day is a different scale of time, so the time dilation is representing microseconds per day, not seconds per day. Time scales, and time doesn't care about how our measurements function.
  12. Thanks a bunch, this actually was very informative, and turns out to be something completely different, but within my calculations. Here is an update. The ratio of time can be compared with this information, To use the satellite example and clarify the output usage. When we take the the formula P/V ∝ V/(E=mc2) and fill in the slots, with the known information, we get this. P/12m3 ∝ 12m3/(620w+2,032 kg). The 12m3 comes from the 3 dimensional measurement of the object, or “Where it is” and “How much volume is there to account for that that mass is consuming”. So some arbitrary XYZ coordinate gets tacked on to the volume, because you have to describe where in space. Not just “in space”. The 620w comes from two measurements. The energy that is present in the volume, and the energy from outside sources added to the volume (sunlight, solar wind, other forces). 500 watts of raw power on board the craft. This does not include the mass of the craft though. This is where the 2,032kg comes in. We can convert kg to joules, and we can also convert those joules to watts. We are talking about the EnergyMass. We know mathematically, that matter and energy can be represented by the same measurements. That is E=Mc2. But to account for all the mass and energy in the volume, and convert it to a wattage measurement (Joules over seconds, we are measuring time passage) it enables us to compare that energy with the lowest possible energy per space (This is recalculated, The Mass Gap is another part of this to explain later. The Fastest possible time is expressed like so. P/12m3 ∝ 12m3/(125gev+0kg) = 0.0006718379510901w Slightly lower than before, as it only had 0.000000033w added from the ground state atom. This gives us 0.0006718379510901/1. When you divide (the passage of a unit of time) 1 by this number you get this. 1488.4541702019. That is the ratio of time in a void of space, completely devoid of mass, and only displaying quantum vibrations, causing the 125gev. With that in mind, we know from black holes that there is an upper limit of EnergyMass, which is inverse to the higgs field in EnergyMass. We can assume that is just above 0, because it would have an inverse effect on time (Like we know it does). When the Satellites are compared, you get two numbers, (calculated like explained above) Sattelite in orbit 0.03279285053334 Sattelite on earth 0.02085083397519 This result happens describes the time dilation between the two, down to an incredibly long decimal point. We can convert that extremely small decimal point to any amount of time, and it doesn’t matter, because it’s time. The result above says that a Sattelite in orbit experiences 0.032 units of time per year, and the Sattelite on earth experiences 0.020 units of time per year. Seconds per year 31557600 (but, these are our years, not time's years, time doesn’t care about us, we are small). Okay, seconds… for what? PER TIME! So we take the seconds per year measurement, 31557600 (We know this) and add the ratio on the end as a decimal relative from a smaller unit of time, to a larger unit of time. The more accurate the unit of measurements are, the more accurate the equation is. So using Picoseconds to Microseconds would yeild an AMAZINGLY accurate result. This is comparing seconds to years. So basically, we take this seconds per year measurement, and we literally add the time dilation to it. 31557600.03279 31557600.02085 The satellite is experiencing .012 seconds per year faster in orbit. Anything else can be like so. Micro seconds per seconds, seconds per minutes, minutes per hours, hours per days, days per weeks, weeks per years, years per millenia, you get the drill. You want seconds per millenium next? Or picoseconds per nanoseconds?
  13. P ∝ V V E+Mc2 Yeah, so, Here's an update. With the assistance of you alls wonderfuls pointing out my errors, I have it actually correct now. These are all real numbers, really referenced, and mathed out. Here! You take the Energy and the Mass(Converted to energy for mathematical simplicity) and designate it's volume. The earth is 5,972,000,000,000,000,000,000,000 kg, and produces 44,000,000,000,000w of energy. You conviert the KG to W with E=mc2 and boom, two energy measurements. That is the amount of energy, in volume V (lets say, 1m3) So, you put that number (44421698952483) in the place of P Then devide 1 by P, and you get the ratio of time dilation. The minimum possible EnergyMass is at the higgs field, experiencing 1448 time dilation. The maximum possible EnergyMass is at the event horizon of a black hole, at 0.0000000114 time dilation You take the time dilation output (in earths case, it is 0.00000187189760) Now, just mulitplying it raw by a second doesn't mean diddly, because what the hell is a second between one place and another? SO! Here is the Satellite thingy mapped out. http://www.astronautix.com/g/gpsblock2r.html : American navigation satellite. AKA: AS 4000; Global Positioning System; Navstar. Status: Operational 1997. First Launch: 1997-01-17. Last Launch: 2009-08-17. Number: 21 . 19927 Gross mass: 2,032 kg Height: 1.91 m Span: 11.40 m http://gpsinformation.net/main/gpspower.htm : In the frequency allocation filing the L1 C/A power is listed as 25.6 Watts. The Antenna gain is listed at 13 dBi. Thus, based on the frequency allocation filing, the power would be about 500 Watts (27 dBW). We take the information above, (2032kg,500w, 120 watts of energy added from the sun) 20547 Watts when converted Convert it all with some handy dandy equations (0.03279285053334) That is the amount of time dilation the satellite experiences in orbit. On the ground, in addition to the weight of the satellite, its own power, and the energy of space around it, we are taking in to account the atmosphere, soil, structure, rocket fuel, and other weights in the same volume measurement. So, lets just add a bit of dirt, 1200kg sound good? It's just a bit of rocks, and steel around the clock on the ground. (Like from inside a building) Turns out to be 32315 watts. Turns out to be 0.02085083397519 Sattelite in orbit 0.03279285053334 Sattelite on earth 0.02085083397519 If you will recall, from the very first page before I even got the equation correct, I predicted the time dilation between .011 and .012 when measured with MassTime, as predicted by the .0000000004 microsecond per day difference that is calculated for currently. P ∝ V V E+Mc2 Shorthand:(E)∝(P) 0.0010183000 The time dilation a Human experiences 1488 the time dilation in a massless void of space 0.0000000000003713 time dilation on the surface of Jupiter 0.0000000114 time dilation at an event horizon I just proved that this model of the universe works, becuase this theory, regardless of how it is expressed, scales. Intergalactic Space Nebulas Nuetron Stars Exoplanets Skyscrapers Trains GPS Sattelites TV show Hosts General Relativity And your cereal. With this in mind, Here is the maximum frequency of time, right before your faces. P ∝ V V (125gev+Δc2) Maybe a Quark or Two. P.S. The above post was calculated on the fly while posting, the edit was because the formatting is from google docs.
  14. Equation: Broken down P2∝1/(E=mc2) V P = The ratio of time dilation experienced in the measured volume. Represented by a decimal (referred to as a ratio in MassTime) when calculated. (e.g. 0.123, but never over .999 and never below .0001) V = Volume of space. This designates how big the volume of space is, as well as where the volume of space is. (e.g. 150m3 X.1 Y.2 Z.3) E = E=mc2. This defines what is in the volume, and how it is behaving. The energy that the object is experiencing, consuming, and emitting. This also includes the object's mass and what that mass is. These inputs can be taken from General Relativity. We know that energy and mass are interchangeable energetically, so E=mc2 represents all of the information within the measured volume. ∝ = Inversely proportional to. 1 = The denominator for the inverse square, representative of 1 unit of time per EnergyMass in a volume. 1 is Time, this is so because time moves forward. What All of This Means The ratio of time dilation in a single designated volume of space can be derived by comparing the EnergyMass in the designated volume on an inverse square, equivalent to the inverse square of gravity, compared to the minimum known possible energy and mass in a volume. This equation, when implemented in the place of General and Special relativity, will give a more accurate result compared to the current outputs of relativity as it is currently being used in physics. MassTime: Time Dilation Defined The maximum ratio of time dilation that it is possible to experience is calculated below. It is known now, thanks to countless hours of research by hundreds of thousands of people what the theoretical energy of the Higgs field is, as well as the weight of a ground state of a hydrogen atom. These numbers are large and cumbersome, so thanks to mathematics, and E=mc2, we have the measurements handy in Joules per meter. The numbers are so. Energy in Joules per Meter (Joules converted to Watts are Joules per Second, or Energy over Time through a Volume) Higgs energy : 0.0006718379510901w Hydrogen Atom at Ground State : 0.0000000331855186w (This number can be represented by any measurement of energy, watts is preferred.) When the energy of both the Higgs, and Hydrogen Atoms ground state are added together to form the E portion of the equation, you come up with this number. (This number can be represented by any measurement of energy, watts is preferred.) 0.0006718711366087w This number is the minimum possible EnergyMass in any volume of space in the MassTime model given as a ratio. The number below, represents the inverse of that of EnergyMass per volume, also as a ratio. Given the information above in the MassTime model this number represents the point at which the event horizon of a black hole begins. 0.9993281288633913 However, when you calculate for the lowest energy possible in any volume, and graph that on an inverse square, you can use that number to calculate the maximum frequency of time as I have done so below. 0.99932812886339132∝1/(0.0006718379510901w=0.0000000331855186w) V The output of this would be 0.9986567091376068, representing the maximum possible time passed in any given volume, as being at the most that it can possibly be, according to the lowest. **Our measurements do not relate to how time functions.** Take this number, multiply it by 2, then give it an arbitrary category of measurement. Expresion: 0.99865670913760682∝1/(125 gev=Δc2) V Example 1 : 0.9986567091376068x2=1.99731 Timescale: Minutes Minutes passed : 1.99731 Minutes measured : 1 Example 2: 0.9986567091376068x2=1.99731 Timescale: Seconds Seconds passed : 1.99731 Seconds measured : 1 Example 3: 0.9986567091376068x2=1.99731 Timescale: Billions of Years Billions of years passed : 1.99731 Billions of years measured : 1 So any spot we measure in space will read the same on the left hand side of the equation, it is our measurement usage that is the limitation of accuracy. This equation shows that for every 1 second passing, the lowest EnergyMass volume being measured experiences 1.9973134182752136 units of measured time. With this in mind, that means that if we measured the same way at the event horizon of a black hole, for every 1 second passing, the event horizon at the very edge of a black hole would experience 0.0013437422732174 units of measured time. These are the measured Laking Constants on the inverse square.
  15. https://docs.google.com/document/d/1C2TjYBAl4ubyFMvbo2Uk8b3Mdo-watLuzaHzypu5AWM/edit# Just finished working that out, Page 2 through 4 fit your question with accuracy.
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