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Several techniques can be used to move signals in the time-frequency distribution. Similar to computer graphic techniques, signals can be subjected to horizontal shifting, vertical shifting, dilation (scaling), shearing, and rotation. These techniques can help to save the bandwidth with proper motions apply on the signals. Moreover, filters with proper motion transformation can save the hardware cost without additional filters.

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  • Several techniques can be used to move signals in the time-frequency distribution. Similar to computer graphic techniques, signals can be subjected to horizontal shifting, vertical shifting, dilation (scaling), shearing, and rotation. These techniques can help to save the bandwidth with proper motions apply on the signals. Moreover, filters with proper motion transformation can save the hardware cost without additional filters. The following examples assume time in the horizontal axis versus frequency in the vertical axis. As a coincident, the following transformations happen to have the motion properties in the time-frequency distribution. (en)
  • 調變的功用在於將訊號移動至未使用的頻帶做傳輸使用,然而當訊號在傳遞時通常不會在每一個時間點都把頻寬完全佔據,造成某些時間點頻寬使用上的浪費。運用時頻分析可以了解任一時間點的訊號對於頻寬使用的情形,故可以在一些未使用的時間頻帶加入新的傳輸訊號,使得頻寬資源的運用更加完整。 (zh)
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  • 調變的功用在於將訊號移動至未使用的頻帶做傳輸使用,然而當訊號在傳遞時通常不會在每一個時間點都把頻寬完全佔據,造成某些時間點頻寬使用上的浪費。運用時頻分析可以了解任一時間點的訊號對於頻寬使用的情形,故可以在一些未使用的時間頻帶加入新的傳輸訊號,使得頻寬資源的運用更加完整。 (zh)
  • Several techniques can be used to move signals in the time-frequency distribution. Similar to computer graphic techniques, signals can be subjected to horizontal shifting, vertical shifting, dilation (scaling), shearing, and rotation. These techniques can help to save the bandwidth with proper motions apply on the signals. Moreover, filters with proper motion transformation can save the hardware cost without additional filters. (en)
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  • Motions in the time-frequency distribution (en)
  • 調變在時頻分析的應用 (zh)
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