Link equation form easily

Aug 6th, 2022
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How to link equation form

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in this video were going to do a review of linear equations its especially for those of you who have a test that youre studying for so lets begin by writing down some notes there are three forms in which you can write a linear equation the first one is known as the slope intercept form in the slope intercept form the linear equation is written this way y is equal to mx plus b m represents the slope which well talk about later and b that represents the y-intercept well also talk more about that later as well but for now you want to write this equation so this is the slope-intercept form of a linear equation now the next form that you want to be familiar with is the standard form so to write a linear equation in standard form this is how its going to look like its a x plus b y is equal to c a b and c are simply coefficients x and y are the variables but when written in that form its called the standard form the next form that you need to be familiar with is this one the point-s

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Link budget. ‣ Link budget is a way of quantifying the link performance. ‣ The received power in an wireless link is determined by three factors: transmit power, transmitting antenna gain, and receiving antenna gain.
‣ The received power in an wireless link is determined by three factors: transmit power, transmitting antenna gain, and receiving antenna gain. ‣ If that power, minus the free space loss of the link path, is greater than. the minimum received signal level of the receiving radio, then a link is possible.
(Link margin is dictated by the link margin policy or requirements.) A simple link budgeting approach assumes link parameters to be deterministic values typically adopted a rule-of-thumb policy of 3 dB link margin. This policy works for most S- and X-band links due to their insensitivity to weather effects.
The initial planning of any Radio Access Network begins with a Radio Link Budget. As the name suggests, a link budget is simply the accounting of all of the gains and losses from the transmitter, through the medium (free space, cable, waveguide, fiber, etc.) to the receiver in a telecommunication system.
Solution: Available link margin = Available Eb/No(dB) - Eb/No required for BER of 1/107 (dB) = 48.32-10 log(9.6 * 103) = 8.63-6.5 = 2 dB.
Link Budget is a calculation used to estimate the received signal strength from a transmitter and overall system link performance between two points.
A link budget is accounting of all of the gains and losses from the transmitter, through the medium used (i.e. free space, cable, waveguide, and fiber) to the receiver in a telecommunication system.
A simple link budget equation looks like this: Received power (dBm) = transmitted power (dBm) + gains (dB) losses (dB)

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