Slide guide in LOG smoothly

Aug 6th, 2022
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  1. Open the DocHub site, click on the Create free account key, and start your registration.
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  3. Once your enrollment is finished, you will see our Dashboard. Add the LOG by uploading it or linking it from a cloud storage.
  4. Click on the added file in your document list to open it in editing mode. Use the toolbar on top of the document sheet to add all the edits.
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How to Slide guide in LOG

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look quickly at some logs so if you look at the D scale here you can put the cursor on a number and read off the value on the l scale and you notice the L scale has been linearized so at the spacing between zero and point one is the same as between point one and point two 0.3 0.4 0.5 so this is a now a a linear scale and thats what happens with logarithms so if we look at our first one well let me do the second one first so log two whenever you have I think youve been in terms of DB or decibels since I work in in engineering pretty regularly so doubling something is usually equivalent to 3 DB which is 3 times or 10 times log of that number so if I do log 2 or move the cursor over to 2 and then read off the value on my scale up here its just a little bit past point three and thats how they would expect so ten times that would be three DB if I do four move over to four here on my D scale read off the log scale Im just about 0.6 a little under point six zero one our point six a litt

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The use of slide rules continued to grow through the 1950s and 1960s even as digital computing devices were gradually introduced; but around 1974 the pocket calculator made the slide rule largely obsolete and most suppliers left the business.
In addition, crews carried a slide rule for more routine calculations. NASA chose a 5-inch, metal rule, model N600-ES, manufactured by the Pickett Company for their use. It was a model that was popular among engineers, scientists and students at the time. No modifications were needed for use in space.
The use of slide rules continued to grow through the 1950s and 1960s even as digital computing devices were gradually introduced; but around 1974 the pocket calculator made the slide rule largely obsolete and most suppliers left the business.
The slide rule remained an essential tool in science and engineering and was widely used in business and industry until it was superseded by the portable electronic calculator late in the 20th century.
0:01 2:34 Demonstration of Slide Rule Multiplication - YouTube YouTube Start of suggested clip End of suggested clip So its its recording at the moment okay well slide rule works by having to plan a squash scale asMoreSo its its recording at the moment okay well slide rule works by having to plan a squash scale as based on logarithms you try measuring the width of your hand in one point there. You can see that
7:05 8:40 How to Use a Slide Rule: Multiplication/Division - YouTube YouTube Start of suggested clip End of suggested clip You use the right side of the a scale. So say for example I want to take the square root of 16. IfMoreYou use the right side of the a scale. So say for example I want to take the square root of 16. If the square root I put the cursor at 16. And I read the answer for off the D scale.
By the early 1900s engineering students in the US were commonly taught to use slide rules. They continued in widespread use until the late 1970s when electronic pocket calculators became available.
A slide rule works by adding or subtracting the numerical exponents of numbers for multiplication or division, respectively. Thus, numbers to be multiplied or divided are converted to their logarithmic values and their exponents are added or subtracted.
A slide rule, also known as a slide ruler or a slipstick, is an extremely complex ruler that functions as an analog computer. By sliding various components of the ruler to align with one another, a slide rule can compute products, roots, logarithms, and the result of trigonometric functions.
The scales on a slide rule are logarithmic, in that the spacing between divisions (the lines on the scale) become closer together as the value increases. This is why the slide rule is able to do multiplication and division rather than addition and subtraction. Compare the two sets of offset scales below in Figure B.

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