commit	13eb7dc6d255c56ccb7e326acfb3e297b1770b01	[log] [tgz]
author	Radheshyam <sharmaradhe2022@gmail.com>	Sat Dec 31 05:47:15 2022 +0530
committer	Radheshyam <sharmaradhe2022@gmail.com>	Sat Dec 31 05:47:15 2022 +0530
tree	dd9d20ced6e335c69dc706a8464b6fb625365ca7
parent	82c98835fa554a26f68d3a19daa82b5bc0b3b558 [diff]

now

def/user_project_wrapper.def[diff]
gds/dadda_multiplier.gds[Added - diff]
gds/user_project_wrapper.gds[diff]
lef/dadda_multiplier.lef[Added - diff]
lef/user_project_wrapper.lef[diff]
mag/dadda_multiplier.mag[Added - diff]
mag/user_project_wrapper.mag[diff]
maglef/dadda_multiplier.mag[Added - diff]
maglef/user_proj_example.mag[diff]
maglef/user_project_wrapper.mag[diff]
openlane/dadda_multiplier/config.json[Added - diff]
openlane/dadda_multiplier/pin_order.cfg[Added - diff]
openlane/user_project_wrapper/config.json[diff]
signoff/dadda_multiplier/OPENLANE_VERSION[Added - diff]
signoff/dadda_multiplier/PDK_SOURCES[Added - diff]
signoff/dadda_multiplier/metrics.csv[Added - diff]
signoff/matrix_multiply/OPENLANE_VERSION[Added - diff]
signoff/matrix_multiply/PDK_SOURCES[Added - diff]
signoff/matrix_multiply/metrics.csv[Added - diff]
signoff/user_project_wrapper/metrics.csv[diff]
spi/lvs/dadda_multiplier.spice[Added - diff]
spi/lvs/user_project_wrapper.spice[diff]
verilog/gl/dadda_multiplier.nl.v[Added - diff]
verilog/gl/dadda_multiplier.v[Added - diff]
verilog/gl/user_project_wrapper.nl.v[diff]
verilog/gl/user_project_wrapper.v[diff]
verilog/rtl/dadda_multiplier.v[Added - diff]
verilog/rtl/uprj_netlists.v[diff]
verilog/rtl/user_defines.v[diff]
verilog/rtl/user_project_wrapper.v[diff]

30 files changed

tree: dd9d20ced6e335c69dc706a8464b6fb625365ca7

README.md

Caravel User Project

Dadda proposed a method of reduction which achieves the reduced two-rowed Partial products in a minimum number of reduction stages. Dadda succeeded this, by placing the [3,2] and [2,2] counters in maximum Critical path in optimal manner. For an N-bit multiplier and multiplicand, there results a N by N partial products. These partial products are arranged in the form a Matrix. Dadda reduced these Matrix height to a two-rowed matrix, through a sequence a reduction stages.