![]() |
| If this is your first visit, be sure to check out the FAQ by clicking the link above. You may have to register before you can post: click the register link above to proceed. To start viewing messages, select the forum that you want to visit from the selection below. |
|
|||||||
| Tags: matter, space, time |
|
|
Thread Tools | Display Modes |
|
#1
|
|||
|
|||
|
There are only three concepts required in "Euclidean Physics": They are Matter, moving in (Euclidean) Space, during Time. Each requires a dimension to measure it's quantity: The dimensions to measure quantities of matter are the mutual physical thrusts exerted by bodies of matter to cause mutual rates of displacement (s/t^2) from where they were in Euclidean Space. The dimensions to measure rates of displacements in Euclidean Space are displacement (s), and periods of time (t). The quantity of matter in a given body of it is Inertia; which is the ratio of the net thrust, or force (f), exerted on, and/or by it, divided by the rate of displacement (s/t^2) that it causes. Mathematically, a body's Inertia (I) equals the net force (f), divided by the rate of displacement (s/t^2) that it causes; which is most concisely written as I=ft^2/s, and is equal to the body's weight (w), divided by the rate (g/2) at which it will free fall at the location where it is weighed; in vacuum. Don |
| Ads |
|
#2
|
|||
|
|||
|
"Don1" wrote in message oups.com... There are only three concepts required in "Euclidean Physics": They are Matter, nope, Mass moving in (Euclidean) Space, during Time. Each requires a dimension to measure it's quantity: The dimensions to measure quantities of matter are the mutual physical thrusts exerted by bodies of matter to cause mutual rates of displacement (s/t^2) from where they were in Euclidean Space. no, Mass The dimensions to measure rates of displacements in Euclidean Space are displacement (s), and periods of time (t). you mean velocity rates, The quantity of matter in a given body of it is Inertia; which is the ratio of the net thrust, or force (f), exerted on, and/or by it, divided by the rate of displacement (s/t^2) that it causes. You mean Mass Mathematically, a body's Inertia (I) equals the net force (f), divided by the rate of displacement (s/t^2) that it causes; which is most concisely written as I=ft^2/s, and is equal to the body's weight (w), divided by the rate (g/2) at which it will free fall at the location where it is weighed; in vacuum. If it is in free fall it has no weight. Don |
|
#3
|
|||
|
|||
|
Order...., why not? An object is only in free fall within a
gravitational field wherein it has weight. |
| Thread Tools | |
| Display Modes | |
|
|
Similar Threads
|
||||
| Thread | Thread Starter | Forum | Replies | Last Post |
| Matter, space & time | Don1 | Physics - General Discussion | 2 | October 11th 05 05:01 PM |
| Time, space and matter. Two out of three? | Jim Spriggs | Physics - General Discussion | 46 | August 11th 05 07:28 PM |
| Units of space, matter and time | Donald G. Shead | Physics - General Discussion | 24 | April 27th 04 08:19 AM |
| Units of space, matter and time | Donald G. Shead | Physics - General (alternative forum) | 0 | April 24th 04 05:04 PM |
| Can space and time exist without matter? | dlzc@aol.com \(formerly\) | The Theory of Relativity | 0 | July 13th 03 05:45 PM |