Understanding Digital-to-Analogue Conversion in Signal Processing

  • Thread starter Thread starter Taniaz
  • Start date Start date
  • Tags Tags
    Digital Graphs
Join the discussion
Ask a follow-up here, or get your own question answered by working scientists, mathematicians and engineers — people, not an autocomplete.
Real named experts · corrections over time · the nuance an AI answer skips
4 replies · 2K views
Taniaz
Messages
364
Reaction score
1

Homework Statement



The digitial signal is transmitted and then converted to an analogue form by the DAC. Using data from Fig. 12.2, draw on the axes of Fig.12.3, the output level of the transmitted analogue signal for time zero to time 1.2 ms.

Homework Equations



Four bit digital numbers being ised

The Attempt at a Solution



The solution of the graph is attached. I don't understand how they knew the graph will be constant between 0-0.2 and then 0.2-0.4. How did they calculate this? Secondly this graph looks like a digital graph more than an analogue graph?
I don't understand the conversion at all.

Thank you for your help.
 

Attachments

  • IMG_6908.JPG
    IMG_6908.JPG
    43 KB · Views: 482
  • IMG_6909.JPG
    IMG_6909.JPG
    48 KB · Views: 492
  • IMG_6906.JPG
    IMG_6906.JPG
    95.6 KB · Views: 479
Physics news on Phys.org
Taniaz said:
The solution of the graph is attached. I don't understand how they knew the graph will be constant between 0-0.2 and then 0.2-0.4. How did they calculate this?
What is the sampling frequency?

Taniaz said:
Secondly this graph looks like a digital graph more than an analogue graph?
I don't understand the conversion at all.
The output of the microphone is passed through an ADC.
 
It's 5kHz which I understand now so it's measuring it after every 2 ms which is why the intervals as such.

Yes and then it puts it back into a DAC.
 
Taniaz said:
Yes and then it puts it back into a DAC.
And that DAC cannot recover any information that was lost in the A to D conversion.
 
Ah I don't know why I over complicated questions for myself.

Thank you so much!