mirror of https://github.com/VLSIDA/OpenRAM.git
Added skeleton code for analytical power in functions with analytical delay.
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@ -1225,3 +1225,22 @@ class bank(design.design):
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result = msf_addr_delay + decoder_delay + word_driver_delay \
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+ bitcell_array_delay + bl_t_data_out_delay + data_t_DATA_delay
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return result
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def analytical_power(self, slew, load):
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""" return analytical power of the bank. Basic skeleton code"""
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msf_addr_power = self.msf_address.analytical_power(slew, self.decoder.input_load())
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decoder_power = self.decoder.analytical_power(slew, load)
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word_driver_power = self.wordline_driver.analytical_power(slew, self.bitcell_array.input_load())
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bitcell_array_power = self.bitcell_array.analytical_power(slew)
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bl_t_data_out_power = self.sense_amp_array.analytical_power(slew,
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self.bitcell_array.output_load())
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data_t_DATA_power = self.tri_gate_array.analytical_power(slew, load)
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total_power = msf_addr_power + decoder_power + word_driver_power \
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+ bitcell_array_power + bl_t_data_out_power + data_t_DATA_power
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return total_power
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@ -34,3 +34,8 @@ class bitcell(design.design):
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c_para = spice["min_tx_drain_c"]
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result = self.cal_delay_with_rc(r = r, c = c_para+load, slew = slew, swing = swing)
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return result
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def analytical_power(self, slew, load=0, swing = 0.5):
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#Power of the bitcell. Mostly known for leakage, but dynamic can also be factored in.
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#Just skeleton code for now which returns a magic number.
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return 5
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@ -177,6 +177,27 @@ class bitcell_array(design.design):
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#we do not consider the delay over the wire for now
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return self.return_delay(cell_delay.delay+wl_to_cell_delay.delay,
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wl_to_cell_delay.slew)
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def analytical_power(self, slew, load=0):
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#This will be pretty bare bones as the power needs to be determined from the dynamic power
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#of the word line, leakage power from the cell, and dynamic power of the bitlines as a few
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#sources for power. These features are tbd.
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from tech import drc
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#calculate wl dynamic power, functions not implemented.
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#wl_wire = self.gen_wl_wire()
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#wl_to_cell_power = wl_wire.return_power_over_wire(slew)
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# hypothetical delay from cell to bl end without sense amp
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bl_wire = self.gen_bl_wire()
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cell_load = 2 * bl_wire.return_input_cap() # we ingore the wire r
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# hence just use the whole c
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bl_swing = 0.1
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#Calculate the bitcell power which can include leakage as well as bitline dynamic
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cell_power = self.cell.analytical_power(slew, cell_load, swing = bl_swing)
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#we do not consider the delay over the wire for now
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return cell_power
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def gen_wl_wire(self):
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wl_wire = self.generate_rc_net(int(self.column_size), self.width, drc["minwidth_metal1"])
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@ -494,6 +494,22 @@ class hierarchical_decoder(design.design):
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result = result + z_t_decodeout_delay
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return result
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def analytical_power(self, slew, load = 0.0):
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# A -> out
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if self.determine_predecodes(self.num_inputs)[1]==0:
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pre = self.pre2_4
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nand = self.nand2
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else:
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pre = self.pre3_8
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nand = self.nand3
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a_t_out_power = pre.analytical_power(slew=slew,load = nand.input_load())
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out_t_z_power = nand.analytical_power(slew,
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load = self.inv.input_load())
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z_t_decodeout_power = self.inv.analytical_power(slew, load = load)
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return a_t_out_power + out_t_z_power + z_t_decodeout_power
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def input_load(self):
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if self.determine_predecodes(self.num_inputs)[1]==0:
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pre = self.pre2_4
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@ -55,5 +55,17 @@ class hierarchical_predecode2x4(hierarchical_predecode):
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return a_t_b_delay + b_t_z_delay + a_t_out_delay
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def analytical_power(self, slew, load = 0.0 ):
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# in -> inbar
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a_t_b_power = self.inv.analytical_power(slew=slew, load=self.nand.input_load())
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# inbar -> z
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b_t_z_power = self.nand.analytical_power(slew, load=self.inv.input_load())
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# Z -> out
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a_t_out_power = self.inv.analytical_power(slew, load=load)
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return a_t_b_power + b_t_z_power + a_t_out_power
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def input_load(self):
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return self.nand.input_load()
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@ -63,7 +63,17 @@ class hierarchical_predecode3x8(hierarchical_predecode):
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return a_t_b_delay + b_t_z_delay + a_t_out_delay
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def analytical_power(self, slew, load = 0.0 ):
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# in -> inbar
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a_t_b_power = self.inv.analytical_power(slew=slew, load=self.nand.input_load())
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# inbar -> z
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b_t_z_power = self.nand.analytical_power(slew, load=self.inv.input_load())
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# Z -> out
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a_t_out_power = self.inv.analytical_power(slew, load=load)
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return a_t_b_power + b_t_z_power + a_t_out_power
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def input_load(self):
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return self.nand.input_load()
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@ -26,4 +26,7 @@ class ms_flop(design.design):
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from tech import spice
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result = self.return_delay(spice["msflop_delay"], spice["msflop_slew"])
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return result
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def analytical_power(self, slew, load = 0.0):
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return 4
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@ -134,3 +134,6 @@ class ms_flop_array(design.design):
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def analytical_delay(self, slew, load=0.0):
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return self.ms.analytical_delay(slew=slew, load=load)
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def analytical_power(self, slew, load):
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return self.ms.analytical_power(slew=slew, load=load)
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@ -241,3 +241,7 @@ class pinv(pgate.pgate):
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r = spice["min_tx_r"]/(self.nmos_size/parameter["min_tx_size"])
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c_para = spice["min_tx_drain_c"]*(self.nmos_size/parameter["min_tx_size"])#ff
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return self.cal_delay_with_rc(r = r, c = c_para+load, slew = slew)
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def analytical_power(self, slew, load=0.0):
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#Adding a magic number until I can properly define this.
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return 3
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@ -213,3 +213,7 @@ class pnand2(pgate.pgate):
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r = spice["min_tx_r"]/(self.nmos_size/parameter["min_tx_size"])
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c_para = spice["min_tx_drain_c"]*(self.nmos_size/parameter["min_tx_size"])#ff
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return self.cal_delay_with_rc(r = r, c = c_para+load, slew = slew)
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def analytical_power(self, slew, load=0.0):
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#Adding a magic number until I can properly define this.
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return 1
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@ -233,3 +233,7 @@ class pnand3(pgate.pgate):
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r = spice["min_tx_r"]/(self.nmos_size/parameter["min_tx_size"])
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c_para = spice["min_tx_drain_c"]*(self.nmos_size/parameter["min_tx_size"])#ff
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return self.cal_delay_with_rc(r = r, c = c_para+load, slew = slew)
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def analytical_power(self, slew, load=0.0):
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#Adding a magic number until I can properly define this.
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return 2
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@ -30,3 +30,7 @@ class sense_amp(design.design):
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result = self.cal_delay_with_rc(r = r, c = c_para+load, slew = slew)
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return self.return_delay(result.delay, result.slew)
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def analytical_power(self, slew, load=0.0):
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#This is just skeleton code which returns a magic number. The sense amp consumes static
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#power during its operation and some dynamic power due to the switching.
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return 2
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@ -117,3 +117,6 @@ class sense_amp_array(design.design):
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def analytical_delay(self, slew, load=0.0):
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return self.amp.analytical_delay(slew=slew, load=load)
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def analytical_power(self, slew, load=0.0):
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return self.amp.analytical_power(slew=slew, load=load)
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@ -1006,4 +1006,4 @@ class sram(design.design):
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def analytical_power(self,slew,load):
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""" Just a test function for the power."""
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return 1
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return self.bank.analytical_power(slew,load)
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@ -32,6 +32,10 @@ class tri_gate(design.design):
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r = spice["min_tx_r"]
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c_para = spice["min_tx_drain_c"]
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return self.cal_delay_with_rc(r = r, c = c_para+load, slew = slew)
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def analytical_power(self, slew, load=0.0):
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#Skeleton code for the power of a trigate. Returns magic number for now.
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return 2
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def input_load(self):
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@ -111,3 +111,6 @@ class tri_gate_array(design.design):
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def analytical_delay(self, slew, load=0.0):
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return self.tri.analytical_delay(slew = slew, load = load)
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def analytical_power(self, slew, load=0.0):
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return self.tri.analytical_power(slew = slew, load = load)
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@ -206,5 +206,14 @@ class wordline_driver(design.design):
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return decode_t_net + net_t_wl
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def analytical_power(self, slew, load=0):
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# decode -> net
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decode_p_net = self.nand2.analytical_power(slew, self.inv.input_load())
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# net -> wl
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net_p_wl = self.inv.analytical_power(slew, load)
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return decode_p_net + net_p_wl
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def input_load(self):
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return self.nand2.input_load()
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