Physical Units

موضوع: Physical Units الإثنين أكتوبر 11, 2010 5:27 am

Physical Units

Mechanics is the branch of physics in which the basic physical units are developed. The logical sequence is from the description ofmotion to the causes of motion (forces and torques) and then to the action of forces and torques. The basic mechanical units are those of
Physical Units Phyuni

All mechanical quantities can be expressed in terms of these three quantities. The standard units are the Systeme Internationale or SI units. The primary SI units for mechanics are the kilogram (mass), the meter (length) and the second (time). However if the units for these quantities in any consistent set of units are denoted by M, L, and T, then the scheme of mechanical relationships can be sketched out. <table border="1" cellpadding="4" cellspacing="2"><tr><td width="25%"> Chain of mechanical quantities</td><td width="25%">Development of mechanical units</td><td width="25%">Table of units</td><td width="25%">Unit conversions</td></tr></table><table border="1" cellpadding="2" cellspacing="2"><tr><td> Comment on significant digits</td><td> Dimensional analysis</td></tr></table><table border="1" cellpadding="2" cellspacing="2"><tr><td>A brief overview of time.</td></tr></table>

Index

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This is an active graphic. Click on any segment for further information.	Index Physical units
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This is an active graphic. Click on any segment for further information.	Index Physical units
<table><tr><td width="450"> HyperPhysics***** Mechanics </td><td align="right">R Nave</td></tr></table>	Go Back

	Index Physical units
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Dimensional Analysis

Having the same units on both sides of an equation does not gaurantee that the equation is correct, but having different units on the two sides of an equation certainly gaurantees that it is wrong! So it is good practice to reconcile units in problem solving as one check on the consistency of the work. Units obey the same algebraic rules as numbers, so they can serve as one diagnostic tool to check your problem solutions. For example, in the solution for distance in constant acceleration motion, the distance is set equal to an expression involving combinations of distance, time, velocity and acceleration. But the combination of the units in each of the terms must yield just the unit of distance, since the left hand side of the equation has the dimension of distance. Physical Units Dimen1

Combinations of units pervade all of physics, and doing some analysis of the units is common practice. For example, in the case of centripetal force, it is not immediately evident that the quantity on the right has the dimensions of force, but it must. Checking it out: Physical Units Dimen2

Often the use of dimensional analysis can be helpful as a reminder of what specialized units contain. In the case of the magnetic force on a moving charge, the magnetic field unit is a Tesla. But what is a Tesla? Checking out the force equation can remind you of the combination of basic units that is contained in the unit named a Tesla. Physical Units Dimen3

Index

Physical units

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» Table of units and dimensions