Power routing in analog design

September 04, 2014 // By Keith Sabine
Keith Sabine, product manager at EDA firm Pulsic, discusses the issues around power net routing for analog blocks within integrated circuits.

Automating analog design requires that constraints such as symmetry and matching, noise coupling, and the use of shielding be part of the automated flow. Commercial routers capable at the device level can handle some of these types of constraints, but handling power net routing is typically done by planning manually.

 

In the digital world, power distribution methodology is much easier. With row-based, standard cell placement and routing (P&R), and the availability of relatively many metal layers, power rings and meshes can be easily generated automatically. True, this can become more complicated as designers seek to use less power by using power switches and have multiple voltage domains, but there are well established EDA tools to help designers analyze and optimize power distribution schemes.

 

For small analog IP blocks, power routing can often be relatively simple. A common approach is to start with a "template" cell defining the desired block size, pin positions, and VDD/VSS rails, typically at the top and bottom of the block. However, even for relatively simple blocks, the power hookup to devices has generally been done manually. Actually, there is no reason why a mesh-type structure can't be used; for example, two layers are shown in Figure 1, which shows VDD/VSS rails at the top and bottom of the block with an irregular H-shaped mesh in the center. The key to achieving this is the ability to place and route devices, signal nets, and power nets simultaneously. Device S/D pins can directly strap to the power mesh to give a clean routing style.

 

Widths of power tracks need to be considered carefully for analog layout. As geometries get smaller, tapering of power nets may be required since uniform-width nets may be too wide for individual transistor tap-offs, but too narrow due to electromigration rules for higher current portions of the nets. In this case, careful consideration of current flow is required in order to size the net segments appropriately. (For more details visit "Current-driven wire planning for electromigration avoidance in analog circuits.") Simulation results of transistor pin currents are required here in order to accurately model the current requirements of the power nets (and potentially the signal nets, too).