Contents
- 1 Is infinite bandwidth possible?
- 2 Why bandwidth of a digital signal is infinite?
- 3 What is the bandwidth of the continuous time signal?
- 4 What is infinite bandwidth?
- 5 Why is slew rate infinite?
- 6 Why are all digital signals have infinite bandwidth?
- 7 How does bandwidth and noise affect the transmission of information?
Is infinite bandwidth possible?
Bandwidth is the capacity of a network to transmit data over a period of time. While bandwidth has increased significantly over the past few decades, it is not infinite.
Why bandwidth of a digital signal is infinite?
The maximum frequency of analog data that a digital signal can carry is equal to half the sampling rate. This sampling rate obviously is finite for the signal to be digital. The bandwidth of a digital signal is infinite.
What is the bandwidth of the continuous time signal?
Bandwidth is defined as the difference between the highest and lowest frequencies of a given signal ou system. With this in mind, signal a) has one single frequency of 2 rad/s and so its bandwidth is 2-2=0 rad/s.
What does infinite bandwidth mean?
An amplifier with infinite bandwidth would be able to reproduce any input, no matter how fast it changes. Even if the input were a 100 terahertz sine wave, or had steps from 1 V to 10 V in a fraction of a femtosecond, the amplifier would be able to reproduce that signal (scaled) at the output.
Is there infinite Internet?
No. It is limited to all the computers connected to it.
What is infinite bandwidth?
Infinite bandwidth: The term bandwidth refers to the range of alternating current frequencies within which an op amp can accurately amplify. In an ideal op amp, the frequency of the input signal has no effect on how the op amp behaves.
Why is slew rate infinite?
Hint: Slew rate is measurement of the response of an operational amplifier. For an ideal operational amplifier, time delay is negligible. Hence it has an infinite slew rate. That means it can provide output voltage simultaneously with the input voltage changes.
Why are all digital signals have infinite bandwidth?
An ideal digital signal has infinitely steep edges. We can compose this signal from sines, one fundamental and a number of harmonics. Neither of those separate sines has infinite steepness. The only way to get our steep edge is by adding an infinite number of harmonics. A true square wave has a vertical line for its face.
Is there a time limited and band limited signal?
In signal processing, there is a time-frequency duality. Band-limited signals have infinite time duration and time-limited signals have infinite bandwidth. Where can I find a proof of this and is there some intuitive explanation for this?
How is the bandwidth of a telephone related to the SNR?
At a SNR of 0 dB (Signal power = Noise power) the Capacity in bits/s is equal to the bandwidth in hertz. If the SNR is 20 dB, and the bandwidth available is 4 kHz, which is appropriate for telephone communications, then C = 4000 log 2 (1 + 100) = 4000 log 2 (101) = 26.63 kbit/s. Note that the value of S/N = 100 is equivalent to the SNR of 20 dB.
How does bandwidth and noise affect the transmission of information?
Bandwidth and noise affect the rate at which information can be transmitted over an analog channel.