In BLT Method, Frequency Transformation from Analog Filter to Digital Filter isSelect one:Many-to-ManyOne-to-ManyOne-to-OneMany-to-One
Question
In BLT Method, Frequency Transformation from Analog Filter to Digital Filter is
Select one:
- Many-to-Many
- One-to-Many
- One-to-One
- Many-to-One
Solution
Breakdown of the Problem
- Identify the context of the BLT (Bilinear Transform) method.
- Explain how the frequency transformation works in relation to analog filters and digital filters.
Relevant Concepts
- The BLT method is used for transforming analog filter designs into digital filter designs.
- It involves mapping the frequency response of analog filters to digital filters.
Analysis and Detail
- Mapping: In BLT, the entire continuous frequency range of the analog filter is transformed into a discrete frequency range for the digital filter. This implies that a single frequency component in the analog domain can correspond to multiple frequency components in the digital domain.
- Frequency Alias: The transformation may lead to aliasing, making it possible for one analog frequency to map to several digital frequency components.
Verify and Summarize
Given the nature of the BLT method, it's apparent that the transformation involves a more complex relationship between the analog and digital filters.
Final Answer
The correct answer is Many-to-One. This indicates that multiple frequency components from the analog domain can be transformed into one frequency component in the digital domain.
Similar Questions
What is the relation between Analog filter Frequency and digital filter Frequency when BLT Method is used for filter design ?
A Digital filter with a 3dB bandwidth of 0.5π is to be designed from 1st orderanalog butterworth filter using BLT and obtain H(z
The frequency sampling design method is attractive when FIR filter is realized in the frequency domain by means of DFT.Select one:TrueFalse
For the following filter circuit choose the correct frequency response characteristic.
The filter whose TF of the system is isSelect one:a. All pass Filter b. High pass Filterc. Low pass Filterd. Band pass Filter
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.