Introduction Flashcards

1
Q

what is a dicrete time signal? Draw one

A

Discrete signal is a signal with a fixed sampling rate that captures data as a discrete set of values

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2
Q

what is a sampling instant?

A

It is the rate at which the sampling happens - shammons theory states that it should be at least twice the highest frequency is the sample

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3
Q

two catagories of discrete time signals…

A

sampled data signals and digital signals

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4
Q

desribe a sampled data signall

A

displays a continous set of amplitude values

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5
Q

describe the characteristics of a digital signal

A

discrete and quantized set of amplitude values =- where the quantization error is eqaul to += half N where n = 2^N - the amount of bits basically

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6
Q

What does n denote

A

either the amount of samples (could be in a period or a cycle or just in total) or in terms of quantization the amount of bits available to represent the amplitude of an analogue signal

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7
Q

Discribe a typical analogue input to output DSP Scheme

A

Analogue input ->ADC -> DSP -> DAC -> Analogue output

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8
Q

Why is it important to have the right number of samples?

A

The output signal may be reduced in amplitude

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9
Q

Describe what a “sweep through” is and how it relates to freqencies and samples per a second

A

A sweep through goes through all of the frequencies in order to test different filters (low bandpass and high). The output (y[n]) will display amplitude peaks

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10
Q

What may changing the “multiplier coeffiences” do? Why would you do that?

A

more or less pronounced band pass effect

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11
Q

Describe and state the formula used to calculate the sampling frequency of a sample

A

called shammons formula and states the minum required sampling frequency to capture all the data of an analog signal call be calculated as 2f1 where f1 is equal to the highest frequency

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12
Q

What is the technical name for the maximum frequency

A

Nyquist frequency (f1)

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13
Q

What is the technical name for the minum sampling rate the capture the data?

A

folding frequency (2f1)

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14
Q

LTI is strictly….

A

It is a digital approach - avoiding any analogue circuity or techniques

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15
Q

describe unit step

A

This is where lots of unit impulses are held [u[n]

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16
Q

describe impulse

A

sigma [n] is where it is a spit of 1 discrete signal

17
Q

describe ramp

A

r [n] where the signal ramps up

18
Q

describe exponetial

A

exponetial can either be decaying (b <0) flat b = 0) or risingwhere b > 0) can be imaginary and real to represent sin and cosine

19
Q

describe sin and cosine

A

where a component of the signal represents a sin and cos sine part

20
Q

describe why simple functions are important in DSP

A

because they are easy to represent and can be combined together to produce complex signals

21
Q

Name the main DSP module processor

A

LTI - linear time invarient

22
Q

NAme the different operations tat an LTI processor can perform

A

Memory Addition/subtractions multiplication/division multiple numbers by there constants (multiplier coeffiences

23
Q

Name the way of representing signal functions graphicalyl

A

Block diagrams

24
Q

Give one basiic definition of a recursive function

A

it has a feedback loop

25
Q

Draw block diagram

A
26
Q

What is the formula of this?

A
27
Q

block diagram of….

A
28
Q

Properties of recurisive formulas for LTI processor

A

linearity

causality

invertiblility

time invarience

stability

memory