Pulser Gating: A Clock Gating of PulsedLatch Circuits. Sangmin Kim, Inhak Han, Seungwhun Paik, and Youngsoo Shin Dept.


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1 Pulser Gating: A Clock Gating of PulsedLatch Circuits Sangmin Kim, Inhak Han, Seungwhun Paik, and Youngsoo Shin Dept. of EE, KAIST
2 Introduction Pulsedlatch circuits Clock gating synthesis Pulser gating synthesis Problem definition Synthesis algorithm Experiment results Contents Summary 2/24
3 Sequencing element PulsedLatch Circuits Edge triggered F/F: triggered at fixed instant, large overhead Levelsensitive latch: triggered at varying instant, small overhead Pulsedlatch Latch driven by a brief pulse (generated by pulse generator) Combine the advantage of F/F and latch CLK Q Q CLK D Pulser Integrated pulser and latch [ISSCC96] Robust design, but many generators External pulser with latches Shared pulsers, but careful design 3/24
4 PulsedLatch Circuits Simple migration from F/F circuits to pulsedlatch circuits gives ~10% performance improvement and ~20% power saving Design challenges Integrity of pulse shape (pulse can be easily degraded) Inserting pulsers Automatic placement Increasing hold violations Applying clock gating Power network noise Latch input pulse Latch output 4/24
5 PulsedLatch Circuits Power consumption of F/F vs. pulsedlatch circuits Pulsedlatch has less power by 14% Pulser consumes 37% of power gating is important 5/24
6 Clock Gating Synthesis  Review 0. Given a gatelevel netlist 1. Derive a gating function of each latch i: g i = δ i S i (δ i : latch input, S i : latch output) Gating probability: P(g i ) = Prob(g i = 1) 2. Merge gating functions that are similar To reduce extra logic to implement gating functions g 2 = ab+d G 1 =g 1 g 2 g 3 = ab g 1 = ab+c g 3 = ab+e 6/24
7 Clock Gating Synthesis  Review 3. Simplify gating functions Division: use existing combinational logic (f), implement only quotient (q) and remainder (r) Approximation: remove some terms (with low probability) from gating function q 4. Insert clock gating cell between gating function and latches f r Gating function Clock gating cell L EN CLK 7/24
8 Pulser Gating Pulser gating: clock gating using pulser (pulse generator) Clock gating can be conveniently integrated into a pulser A pulser can drive a few nearby latches How to group latches A pulser gates/ungates its latches together becomes very important Gating function CLK Pulser 1 2 [Naffziger, JSSC02] 8/24
9 Pulser Gating Synthesis Key problem: merge gating functions (of latches) that are functionally similar & physically close g 2 = ab+d g 1 = ab+c 3 g 3 = ab+e Pulser Pulser G 1 =g 1 g 2 = ab G 2 =g 3 = ab+e CLK G 1 =ab G 2 =ab+e 9/24
10 Pulser Gating Synthesis Problem definition Given: gating function and location of each latch (after initial placement) Create a set of clusters ; cluster a set of latches and a pulser Objective Maximize average gating probability & minimize total literal count of gating functions Constraint Each pulser must drive load capacitance smaller than C max 10/24
11 Pulser Gating Synthesis 1. Compute similarity of gating functions 2. Create a similarity graph 3. Perform clustering 4. Assess clusters 5. Pulser insertion for remaining latches 11/24
12 1: Compute Similarity of Gating Functions Functional similarity of two gating functions g i and g j Percentage of intersection g i g j Similarity of two gating clusters Average similarity of gating functions in clusters /24
13 1: Compute Similarity of Gating Functions vs. average loss of gating probability High should imply less loss of gating probability Acceptable correlation shown through experiment 13/24
14 2: Create a Similarity Graph Similarity graph: G(V, E, a, s) Vertex: a cluster of latches Edge: if merging two vertices is potentially possible Edge weight s: similarity between clusters Vertex weight a(i): sum of similarity at vertex i Sort edges in descending order of similarity Only add similarities one by one while y z x ii a(i) = S(g i, g x ) + S(g i, g y ) + S(g i, g z ) w e ij s(e ij ) = S(g i, g j ) jj 14/24
15 3: Perform Clustering Measure of merit: value used to represent quality of a cluster Consider both average gating probability and literal count of gating function Size of cluster Average similarity of gating functions in cluster Literal count of gating function 15/24
16 3: Perform Clustering While E in similarity graph Select vertex i having maximum vertex weight a(i) Select vertex j having maximum edge weight by choosing edge with maximum similarity s(e ij ) If measure of merit improves and is smaller than, merge i and j Else, remove edge x S(e ix ) ii S(e jx ) jj z S(e jz ) x ii jj i z y y 16/24
17 4: Assessment of Clusters Synthesize a clock gating function Net saving = (power saving power consumption of extra gates) Pulser gating is performed only on clusters which have positive net saving 17/24
18 5: Pulser Insertion for Remaining Latches Create graph G(V,E) V: a set of latches that are not pulser gated E: a set of edges (each edge is between latches that can share a pulser), edge weight is Manhattan distance between two latches Find groups of latches that satisfy a 3 c 1 b d 2 2 ff e 3 a c 1 b 1 d 2 2 ff e 18/24
19 Pulser Gating Flow Gatelevel netlist Obtain gating functions Initial placement Perform clustering Location of latches Cluster assessment Pulser insertion Pulser gating synthesis Pulsergated netlist Place & route Final layout 19/24
20 Experimental setup Experiments 45nm commercial technology Test circuits from ISCAS, ITC, and OpenCores Pulser gating synthesis was implemented in SIS Results compared with pulsedlatch circuits without pulser gating 20/24
21 Synthesis results Experiments # of pulsers increase to maintain high Area increases by 11% due to extra gates Name Pulser_Gating_Synthesis # # # Gates Latches Pulsers Δ # Extra % Gated Pulsers gates latches AVG P(G Runtime i) (min.) s s s s b b b i2c pci_ctrl sasc /24
22 Experiments Power saving of 12% on average Combinational gates Pulsers Latches Combinational: 13% Pulsers: 20% Latches: 15% s838 s1423 s5378 s9234 b04 b07 b12 i2c pci_ctrl sasc 22/24
23 Experiments Test circuit pci_ctrl 9 gated pulsers, 6 ungated pulsers Gated pulsers Ungated pulsers Latches Gated pulsers drive smaller # of latches (long distance between some latches with high similarity) 23/24
24 Pulsedlatch Summary Retain the advantage of both flipflop (simple timing model) and latch (fast and small) External pulser: pulser and latches should be geographically close Pulser gating synthesis When merging two gating functions, their similarity and location of latches have to be considered Experiments Power savings of 12% compared to pulsedlatch circuits without gating 24/24
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