repeaters
The other two segments must be link segments - connecting through network connectivity devices. Adding any clients on those two links would cause additional attenuation, which is not good for the network.
Attenuation.
loss of signal strength as distance increases The reduction of signal energy during transmission.
Absorptive attenuation reduces the strength of signals as they travel through a medium, leading to a decrease in the transmission of information. This can result in distortion or loss of the signal, affecting the quality and reliability of communication.
Attenuation refers to the reduction in signal strength as it travels through a medium, which can negatively impact the quality of data transmission. Higher attenuation typically leads to increased errors or loss of data, requiring retransmissions that can reduce the effective data rate. Conversely, lower attenuation allows for clearer signals, which can support higher data rates. Therefore, there's an inverse relationship between attenuation and data rate: as attenuation increases, the achievable data rate tends to decrease.
Attenuation refers to the reduction in strength or intensity of a signal as it travels through a medium, often measured in decibels (dB). There are several types of attenuation, including geometric attenuation, which occurs due to the spreading of the signal over distance, absorption attenuation, caused by the medium absorbing some of the signal energy, and scattering attenuation, which results from the signal being deflected in different directions by particles or irregularities in the medium. These factors are crucial in fields like telecommunications, acoustics, and optics, as they affect signal quality and transmission distance.
The equation for the attenuation of a gamma-ray flux passing through a path of length x in a sample with linear attenuation coefficient u can be expressed as I = I0 e ^-u*x. For most environments, the value of u is not known and must be estimated by measurements.
Attenuation refers to the decrease in signal strength as it travels through a medium. In signal transmission, attenuation typically increases with frequency. This means that higher frequency signals are more likely to lose strength and degrade as they travel over a distance.
Attenuation in ultrasound refers to the weakening of the ultrasound beam as it travels through tissue. This weakening is due to factors like absorption, scattering, and reflection of the sound waves by tissues. Attenuation is important in determining image quality and depth of penetration in ultrasound imaging.
Atmospheric attenuation can be calculated using the Beer-Lambert law, which describes how light or other electromagnetic waves are absorbed as they pass through a medium. The formula is expressed as ( I = I_0 e^{-\alpha d} ), where ( I ) is the transmitted intensity, ( I_0 ) is the initial intensity, ( \alpha ) is the attenuation coefficient (which varies with frequency and atmospheric conditions), and ( d ) is the distance the wave travels through the atmosphere. To obtain the attenuation coefficient, you can measure the intensity of the signal at different distances and use these values to solve for ( \alpha ). Additionally, atmospheric models and empirical data can provide estimates of attenuation based on factors like humidity, temperature, and pressure.
Attenuation correction in PET scans is actually aimed at accounting for the differences in the attenuation of the radiation signatures exhibited by different tissues because of the losses that materials impose on radiation passing through it. There are whole textbooks on this subject, and it is quite involved.
Basically we should also keep in mind knowledge about voltage and current. If we keep voltage constant then by increase in temperature also increase the attenuation, if we keep current constant then attenuation drops by increasing temperature.