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down-sampler & up-sampler

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banh

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are they linear system?
 

Yeah, I think they are linear.
 

Hi,

They are linear because we can use z-transform to show them( this is not why they are linear, but you can accept if we use H(z) so they are linear).

Regards
 

hi,
they are linear but not time invariant.As up sampling and downsampling operators both operate on time they do not affect scaling.
pimr
 

pimr said:
hi,
they are linear but not time invariant.As up sampling and downsampling operators both operate on time they do not affect scaling.
pimr

That's right, these kind of systems are time variant systems, but linear.
 

LTV vs LTI: linear time variant and linear time invariant
 

they are time invariant because if the input signal is delayed a specified time, the output signal will not be delayed the same time.
 

ye.hui said:
they are time invariant because if the input signal is delayed a specified time, the output signal will not be delayed the same time.
This is called time-variant, not time-invariant
 

down sampling & up-sampling can be linear or non-linear system..
It depends on your design.
 

gnudaemon said:
ye.hui said:
they are time invariant because if the input signal is delayed a specified time, the output signal will not be delayed the same time.
This is called time-variant, not time-invariant
sorry, it is a clerical error.
 

ye.hui said:
gnudaemon said:
ye.hui said:
they are time invariant because if the input signal is delayed a specified time, the output signal will not be delayed the same time.
This is called time-variant, not time-invariant
sorry, it is a clerical error.
Just want to clarify to avoid confusing others.
Pls be careful when posting, 'cos only 2 opposite answers here.
 

of cource it's linear system in theory ,but sampling is time-variant ,so the up/down sampler is linear time variant system

Added after 1 minutes:

of cource it's linear system in theory ,but sampling is time-variant ,so the up/down sampler is linear time variant system
 

Hi

Upsampling and Downsampling are both Linear in theory and practice.

Regards
 

Any of you guys know how to represent up-sampler & down-sampler in Z domain?
 

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