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Required to effectively design a Saw Component
Required to effectively design a Saw Component
Generally, a saw manufacturer will offer their most popular devices as standards creating a reference
for Engineers to design from. Typically, a standard device is available for most common applications.
However, for applications requiring parameters that are not currently considered industry standards. In
this case, the following information is required to effectively design a filter:
Filter Group Delay Variation over Pass Bandwidth