Hierarchical gate-array routing on a hypercube multiprocessor

Gate-arrays are the most common design style for semicustom VLSI integrated circuits. An important part of the gate-array design process is the routing of wires between the logic elements, which is an extremely compute-intensive operation. This paper presents an algorithm for routing gate-arrays that uses a hypercube connected parallel processor to provide the necessary computation power. In order to make optimal use of the hypercube, the routing algorithm is organized so that interprocessor communication is kept to minimum. It occurs only during the global routing and crossing placement phases of the algorithm, which constitute less than 15% of the total running time of the algorithm. On the basis of the results of executing the algorithm on two gate-array benchmarks the case is made for using hypercube multiprocessors as accelerators for compute-intensive CAD operations.Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/28650/1/0000466.pd

Unifying mesh- and tree-based programmable interconnect

We examine the traditional, symmetric, Manhattan mesh design for field-programmable gate-array (FPGA) routing along with tree-of-meshes (ToM) and mesh-of-trees (MoT) based designs. All three networks can provide general routing for limited bisection designs (Rent's rule with p<1) and allow locality exploitation. They differ in their detailed topology and use of hierarchy. We show that all three have the same asymptotic wiring requirements. We bound this tightly by providing constructive mappings between routes in one network and routes in another. For example, we show that a (c,p) MoT design can be mapped to a (2c,p) linear population ToM and introduce a corner turn scheme which will make it possible to perform the reverse mapping from any (c,p) linear population ToM to a (2c,p) MoT augmented with a particular set of corner turn switches. One consequence of this latter mapping is a multilayer layout strategy for N-node, linear population ToM designs that requires only /spl Theta/(N) two-dimensional area for any p when given sufficient wiring layers. We further show upper and lower bounds for global mesh routes based on recursive bisection width and show these are within a constant factor of each other and within a constant factor of MoT and ToM layout area. In the process we identify the parameters and characteristics which make the networks different, making it clear there is a unified design continuum in which these networks are simply particular regions

An automated routing method for VLSI with three interconnection layers

Recently, to the extent allowed by the fabricating technology, approaches have been made to develop an automated router for the multi-layer IC layout design. In this thesis, we examine the VLSI routing problem where three layers are available for interconnection;We investigate the routing problem in three stages: global routing, power/ground routing, and channel routing. The global routing for three-interconnection layer model is not much different from that of two-layer madel. We study the global routing problem for two cases: gate array and general cell layout. In our three-layer grid model, power/ground wires keep the direction-per-layer scheme as signal net wires. However, the power/ground routing is further constrained by the width of wires and the layers they are laid on;The channel routing stage of our router is based on directional model where overlaps of horizontal wire segments are allowed. We improve the dogleg method so that it is applicable to the three-layer model and it can handle multi-terminal nets more efficiently. Applying the extensive dogleg method and the three-layer merge algorithm, we not only remove the cyclic vertical constraints graph but also eliminate the effect of the height of long vertical constraints tree to the channel width and thus we reduce the lower bound of the channel width to half of the density of the channel. We expand the applicability of channel router by eliminating some of the limitations assumed in channel routing problems by some existing algorithms. Routability conditions are examined for various cases of channel routing problem;The major result presented in this dissertation is an algorithm for a channel routing problem. Given a rectangular channel with terminals on top and bottom sides, the algorithm will find a three-layer channel routing which minimizes the channel width and the wire length. Experimental results show that our router is close to optimal

Baseband analog front-end and digital back-end for reconfigurable multi-standard terminals

Multimedia applications are driving wireless network operators to add high-speed data services such as Edge (E-GPRS), WCDMA (UMTS) and WLAN (IEEE 802.11a,b,g) to the existing GSM network. This creates the need for multi-mode cellular handsets that support a wide range of communication standards, each with a different RF frequency, signal bandwidth, modulation scheme etc. This in turn generates several design challenges for the analog and digital building blocks of the physical layer. In addition to the above-mentioned protocols, mobile devices often include Bluetooth, GPS, FM-radio and TV services that can work concurrently with data and voice communication. Multi-mode, multi-band, and multi-standard mobile terminals must satisfy all these different requirements. Sharing and/or switching transceiver building blocks in these handsets is mandatory in order to extend battery life and/or reduce cost. Only adaptive circuits that are able to reconfigure themselves within the handover time can meet the design requirements of a single receiver or transmitter covering all the different standards while ensuring seamless inter-interoperability. This paper presents analog and digital base-band circuits that are able to support GSM (with Edge), WCDMA (UMTS), WLAN and Bluetooth using reconfigurable building blocks. The blocks can trade off power consumption for performance on the fly, depending on the standard to be supported and the required QoS (Quality of Service) leve