From WikiChip
Editing cmos

Warning: You are not logged in. Your IP address will be publicly visible if you make any edits. If you log in or create an account, your edits will be attributed to your username, along with other benefits.

The edit can be undone. Please check the comparison below to verify that this is what you want to do, and then save the changes below to finish undoing the edit.

This page supports semantic in-text annotations (e.g. "[[Is specified as::World Heritage Site]]") to build structured and queryable content provided by Semantic MediaWiki. For a comprehensive description on how to use annotations or the #ask parser function, please have a look at the getting started, in-text annotation, or inline queries help pages.

Latest revision Your text
Line 24: Line 24:
  
 
== Logic Families/Types ==
 
== Logic Families/Types ==
The use of static CMOS circuits with the standard {{cmos|pull-up network|PUN}} and {{cmos|pull-down network|PDN}} networks are used in the vast majority of [[combinational logic]] in integrated circuits. They are fast, low power, and have good noise margins. Perhaps the primary reason the majority of circuits are designed using static CMOS is simply due to the fact that its universally supported by CAD tools and in most [[standard cell libraries]]. Sometimes, however, specialized applications might have constraints that exceed what static CMOS can provide, for example power or area restrictions. For those occasions, various other CMOS logic families have been devised, each with their own advantages and disadvantages. Some of the common ones are listed below.
+
The use of static CMOS circuits with the standard {{cmos|pull-up network|PUN}} and {{cmos|pull-down network|PDN}} networks are used in the vast majority computational logic in integrated circuits. They are fast, low power, and have good noise margins. Perhaps the primary reason the majority of circuits are designed using static CMOS is simply due to the fact that its universally supported by CAD tools and as in [[standard cell libraries]]. Sometimes, however, specialized applications might have constraints that exceed what static CMOS can provide, for example power or area restrictions. For those occasions, various other CMOS logic families have been devised, each with their own advantages and disadvantages. Some of the common ones are listed below.
  
 
===Static CMOS===
 
===Static CMOS===
Line 40: Line 40:
 
====Domino Logic====
 
====Domino Logic====
 
{{main|cmos/domino|l1=Domino Logic|cmos/multiple-output domino logic|l2=Multiple-Output Domino Logic (MODL)}}
 
{{main|cmos/domino|l1=Domino Logic|cmos/multiple-output domino logic|l2=Multiple-Output Domino Logic (MODL)}}
Domino logic solves the monotonicity problem in dynamic gates by placing an inverting static CMOS gate (usually an inverter, but could be a NAND or something) between cascading dynamic gates. The use of the inverter converts the monotonically falling output node into a rising one which is suitable for the next gate. The name '''domino gate''' is given to this dynamic-static CMOS pair because of its resemblance the behavior of domino tiles - all the gates are precharged simultaneously whereas the evaluation phase occurs sequentially.
+
Domino logic solves the monotonicity problem in dynamic gates by placing a static CMOS inverter between cascading dynamic gates. The use of the inverter converts the monotonically falling output node into a rising one which is suitable for the next gate. The name '''domino gate''' is given to this dynamic-static CMOS pair because of its resemblance the behavior of domino tiles - all the gates are precharged simultaneously whereas the evaluation phase occurs sequentially.
  
 
====Dual-rail Domino Logic====
 
====Dual-rail Domino Logic====
Line 50: Line 50:
 
{{empty section}}
 
{{empty section}}
  
===Pass-Transistor Logic===
+
===Pass-Transistor Logic (PTL)===
 
{{main|cmos/pass-transistor|l1=Pass-Transistor Logic}}
 
{{main|cmos/pass-transistor|l1=Pass-Transistor Logic}}
 
In Pass-Transistor Logic (PTL), inputs drive both gate terminals and source/drain terminals. In specialized circumstances, PTL can be significantly improve the speed, power, and area of the logic. In general, PTL usually yields equivalent logic to static CMOS - especially those making heavy use of [[transmission gate]]s. PTL is not regenerative degrading the output as you chain them.
 
In Pass-Transistor Logic (PTL), inputs drive both gate terminals and source/drain terminals. In specialized circumstances, PTL can be significantly improve the speed, power, and area of the logic. In general, PTL usually yields equivalent logic to static CMOS - especially those making heavy use of [[transmission gate]]s. PTL is not regenerative degrading the output as you chain them.
  
==== Complementary Pass-Transistor Logic====
+
==== Complementary Pass-Transistor Logic (CPTL)====
 
{{main|cmos/complementary pass-transistor|l1=Complementary Pass-Transistor Logic}}
 
{{main|cmos/complementary pass-transistor|l1=Complementary Pass-Transistor Logic}}
 
Complementary Pass-Transistor Logic (CPTL) is a more specialized version of Pass-Transistor Logic which makes use of both the inputs and their complements. Likewise both the output and its complement gets generated.
 
Complementary Pass-Transistor Logic (CPTL) is a more specialized version of Pass-Transistor Logic which makes use of both the inputs and their complements. Likewise both the output and its complement gets generated.
  
====  Lean Integration with Pass Transistors ====
+
====  Lean Integration with Pass Transistors (LEAP) ====
 
{{main|cmos/lean integration with pass transistors|l1=Lean Integration with Pass Transistors}}
 
{{main|cmos/lean integration with pass transistors|l1=Lean Integration with Pass Transistors}}
 
{{empty section}}
 
{{empty section}}
  
=== Cascade Voltage Switch Logic ===
+
=== Cascade Voltage Switch Logic (CVSL) ===
 
{{main|cmos/cascade voltage switch logic|l1=Cascade Voltage Switch Logic (CVSL)}}
 
{{main|cmos/cascade voltage switch logic|l1=Cascade Voltage Switch Logic (CVSL)}}
 
{{empty section}}
 
{{empty section}}

Please note that all contributions to WikiChip may be edited, altered, or removed by other contributors. If you do not want your writing to be edited mercilessly, then do not submit it here.
You are also promising us that you wrote this yourself, or copied it from a public domain or similar free resource (see WikiChip:Copyrights for details). Do not submit copyrighted work without permission!

Cancel | Editing help (opens in new window)

This page is a member of 1 hidden category: