space & time

Matters relating to length and duration in physics and transportation

Three arguments for 3D time

There are three main arguments for duration to have three dimensions: (1) The speed of light is a conversion factor between length space (distance) and duration (distime). Transportation conversion factors include the maximum, minimum, or typical speeds associated with different travel modes. Since length space is three dimensional, its conversion into duration space is also […]

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Conversion of space and time

If there exists a constant, characteristic speed, then one may speak of the characteristic conversion of space and time. For example, the speed of light in a vacuum is a defined constant in the SI system of units. So in physical science and its applications one may speak of the characteristic conversion of space into

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Time in the Bible

Time in the Bible is duration, not what is called thermodynamic time or the arrow of time. There is no inevitability about time in the Bible, unlike the increasing entropy of thermodynamic time. In the Bible time has a beginning and an ending. Time is an era, an age, a period of time. It is

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Temporal and spatial references

I have written several times about differences between ancient and modern ways of thinking, for example, this post on Biblical geocentrism. Another way to look at this is whether time or space are primary. What does this mean? We are most familiar with the primacy of space. Things exist within space as mere objects, and

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Perspectives on space and time

Space and time are complementary aspects of movement. Although space has been associated with stasis and time with change, they both entail movement. Space is the distance side of movement and time is the duration side. There are two ways of looking at movement: one is from the perspective on or within the moving object

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Homogeneity and isotropy

A circle or sphere are omnidirectional in two or three dimensions, respectively. This is equivalent to isotropy, uniformity in all directions. A straight line is unidirectional but multiple straight lines may require multiple dimensions. This is equivalent to rectilinear homogeneity. Pure space or average space is homogeneous and isotropic. Then space may be modeled by

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Angles for space and time

In a previous post on Different directions for different vectors I gave this example, for which I’m switching North and East: Suppose someone drives 30 miles North in 50 minutes, then turns East and drives 40 miles in 50 minutes. Overall, they have driven 70 miles in 100 minutes but as the crow flies they

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