591 tt09-pettit-wokproc-trainer

591 : tt09-pettit-wokproc-trainer

Design render

What is WocProc Trainer?

WocProc Trainer is a partial CPU implementation coded entirely in Wokwi! While it is not a fully functional CPU capable of fetching instructions and running code, it does provide the ALU, registers and opcode deocde for performaing CPU operations when you "feed" it instructions. Turning it into a full CPU would require addition of a Program Counter (PC), execution state machine, flow control opcodes (jump, call, return, conditional branches, etc.), and an interface for fetching opcodes.

How it works

It works by "feeding" it opcodes and data via the ui[7:0] and ui[0] input pins and then executing them by toggling the uio[1] input pin. Some instructions require additional "Immediate Data" to be supplied via the ui[7:0] input pins prior to toggling the uio[1] "execute" input.

The WokProc has an 8-bit accumulator and 4 8-bit working registers and can perform ADD, SUBTRACT and the standard logical functions AND,OR,XOR and NOT, as well as shift left/right operations. It also keeps track of CARRY and ZERO bits to reflect the results of operations.

How to test

  1. Provide a 10KHz clock then issue rst_n pulse.

  2. Select the desired output mode for viewing results. For this testing, set uio_in[5:2] all LOW.

    uio_in[2]: Selects 7-Segment (LOW) or binary (HIGH) output format uio_in[4]: Selects auto nibble / digit display (LOW) or manual (HIGH) uio_in[3]: Manual digit select when uio_in[4] is HIGH. uio_in[5]: Selects value to output (LOW = ACC reg, HIGH = new ACC load value)

  3. Monitor the results using the 7-Seg display and uio_out[7:6] bits:

 uio_out[6]: Indicates if CARRY bit is set
 uio_out[7]: Indicates if ZERO bit is set
  1. Perform an addition. After reset, the opcode register contains opcode 0x00, which is A = A + IMM. So supply a binry input value on ui_in[7:0] and toggle the EXECUTE input (uio_in[1]) HIGH then LOW. The 7-Seg display should display the HEX value of the sum.

  2. The first addition just looked like a 'load' since Acc was zero from the reset. Add the value a second time (or supply a different value on ui_in[7:0]) and toggle the EXECUTE input again. The 7-Segment display should show the result of the addiiton.

  3. Load register r0 from the A register. First enter the opcode (7'b1100_0000 from the opcode table) and then toggle the LOAD (ui_in[0]) input HIGH then LOW to load ui_in[7:] to the opcode register. Now toggle the EXECUTE (ui_in[1]) input HIGH then LOW. Register r0 should now contain the value from A.

  4. Test if register r0 was loaded. First clear the Acc register (load opcode 7'b0111_0000 and EXECUTE it). The 7-Seg should show "00.". Now load and execute the opcode to load register r0 to Acc (opcode 7'b0110_0000). The 7-Seg should show the result of the summation that was stored in r0.

  5. Perform a NOT operation on the A register by loading and executing opcode 7'0111_0001. The 7-Seg should show the compliment value of what was in A.

  6. Try additional oerations from the opcode table by loading and executing them. For any opcode that uses IMM data, uio_in[7:0] inputs must be changed to the immediate data AFTER loading the opcode but BEFORE executing it.

Opcodes supported:

Opcode Operation Description
0000_0000 A <= A + IMM Add A + immediate data
0000_1000 A <= A + IMM + Carry Add with carry A + immediate
0001_0000 A <= A - IMM Subtract immediate from A
0001_1000 A <= A - IMM - Borrow Subtract with borrow immediate
0010_00rr A <= A + R[1:0] Add register rr to A
0010_10rr A <= A + R[1:0] + Carry Add with carry register rr
0011_00rr A <= A - R[1:0] Subtract register rr from A
0011_10rr A <= A - R[1:0] - Borrow Subtract with borrow register rr
0100_0000 A <= IMM Load A with immediate data
0110_00rr A <= R[1:0] Load A from register rr
0110_01rr A <= A ^ R[1:0] XOR A with register rr
0110_10rr A <= A OR R[1:0] OR A with register rr
0110_11rr A <= A & R[1:0] AND A with register rr
0111_0000 A <= Zero Clear A
0111_0001 A <= !A Invert (1's compliment) A`
0111_01rr A <= !R[1:0] Load A from rr compliment
0111_1000 Cy <= 0 Clear the carry flag
0111_1001 Cy <= !Cy Compliment the carry flag
0111_1010 {A, Cy} <= {Cy, A} Shift right A through Carry
0111_1011 {Cy, A} <= {A, Cy} Shift left A through Carry
0111_1100 A <= {0, A[7:1]} Shift right A
0111_1101 A <= {A[6:0], 0} Shift left A
0111_1110 A <= {A[7], A[7:1]} Signed shift right A
1000_00rr R[1:0] <= A + IMM Load register rr with sum
1001_00rr R[1:0] <= A - IMM Load register rr with difference
1010_00rr R[1:0] <= A + R[1:0] Load register rr with sum
1011_00rr R[1:0] <= A - R[1:0] Load register rr with difference
1100_00rr R[1:0] <= IMM Load immediate data to rr
1101_00rr R[1:0] <= A Load A to rr
1110_RRrr R[1:0] <= R[3:2] Copy register RR to rr

Selecting the Output

The uo_out port is used to display the state of the WocProc trainer. It can display either 7-Segment LED encoded register data or direct binary data.

uio_in[2] uo_out Format
LOW 7-Segment
HIGH Binary

The data output to uo_out (either 7-Segment or binary) is selected via the uio_in[5] input:

uio_in[5] uo_out Data
LOW Acc Register
HIGH ALU result (value loaded upon EXECUTE)

For 7-Segment output format, a single digit LED display is used to show both the upper and lower nibble of the selected output data. When the LOWER nibble is being displayed, the 7-Segment Decmial Point (DP) will be illuminted and when the UPPER nibble is displayed, it will be turned off, such as:

F1.

The nibble display can be configured using uio_in[4:3] as follows:

uio_in[4:3] Displayed Nibble
2'b0x Auto toggle (counter tuned for 10KHz clock)
2'b10 Lower nibble (plus DP)
2'b11 Upper nibble

Hardware needed:

Dip switches and 7-Segment LED.

IO

#InputOutputBidirectional
0op/imm[0]seg_aload_opcode
1op/imm[1]seg_bexecute_opcode
2op/imm[2]seg_csevenSeg_binary
3op/imm[3]seg_ddigit_select
4op/imm[4]seg_emanual_digit
5op/imm[5]seg_fdigit_a_reg
6op/imm[6]seg_gcarry_out
7op/imm[7]seg_dpzero_out

Chip location

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(OR gate) tt_um_wokwi_413920442846133249 (TinyTapeOut) tt_um_wokwi_413920033033205761 (Tiny Tapeout-Huerta) tt_um_wokwi_413923202390383617 (Light LED) tt_um_wokwi_413923150973445121 (Zero to Nine Display Count) tt_um_wokwi_413919565287453697 (APTT) tt_um_wokwi_413919777312727041 (Tahiti) tt_um_wokwi_413920089540972545 (Secret Initial) tt_um_wokwi_413919675346023425 (GJAA Design) tt_um_wokwi_413919847886104577 (Logic Gates) tt_um_wokwi_413921288682183681 (My First TinyTapeout) tt_um_wokwi_413919524873217025 (1st) tt_um_wokwi_413919454053401601 (JCB First WOKWI Design) tt_um_wokwi_413923045171059713 (Logic Gates 7-Segment Display) tt_um_wokwi_413919767806333953 (BadeTP) tt_um_wokwi_413919428470231041 (Lynn's TinyTapeout Design) tt_um_wokwi_413929752291913729 (project) tt_um_wokwi_413923521595851777 (Nathan's chip) tt_um_wokwi_413920340558577665 (Light) tt_um_uart_mvm_sys (Matmul System) tt_um_wokwi_413407859783959553 (Redco) tt_um_wokwi_413849515516143617 (Two PFD) 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(Frequency Encoder and Decoder) tt_um_wokwi_411379488132926465 (Semana UCU Verilog) tt_um_rejunity_atari2600 (Atari 2600) tt_um_rejunity_z80 (Zilog Z80) tt_um_b_8_array_multiplier (4 by 4 Array Multiplier) tt_um_C8_array_mult (4-bit multiplier) tt_um_tt09_array_multiplier (Array Multiplier) tt_um_array_mult_structural_sectionD_group3 (4-bit Array Multiplier) tt_um_d_4_array_multiplier (ECE-UY 2204 4x4 Array Multiplier) tt_um_couchand_cora16 (CORA-16) tt_um_secd_8_array_mult (array_multiplier) tt_um_kashmaster_carryskip (8-bit-CARRY_SKIP) tt_um_tiny_ternary_tapeout_csa (T3 (Tiny Ternary Tapeout) CSA ) tt_um_array_secD7 (Tiny Tapeout Group 7 Lab D) tt_um_chip4lyfe (Leaky Integrate Fire Neuron) tt_um_ronikant_jeremykam_tinyregisters (Tiny Registers) tt_um_c_4_4b_mult (4bit multiplier) tt_um_section_d_group_fifteen_array_mult_structural (ECE2204MultiplierProject) tt_um_VanceWiberg_top (Team 17's 8 bit DAC) tt_um_claudiotalarico_counter (4-bit up/down binary counter) 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(2-Bit-Adder) tt_um_wokwi_414121442515858433 (Mini-Adder and Clock Divider) tt_um_wokwi_414121715329142785 (Sigma-Delta ADC) tt_um_wokwi_414120407679244289 (3bitFullAdder) tt_um_wokwi_414121532514097153 (TinyTapeout workshop - Wokwi 8 Bit LFSR) tt_um_wokwi_414120518107969537 (4 bit adder) tt_um_wokwi_414120696731857921 (Broken Two Bit Adder) tt_um_wokwi_414120263584922625 (8 bit LFSR) tt_um_wokwi_414121421011660801 (2_bit_7seg) tt_um_wokwi_414120404427608065 (7-seg display checker) tt_um_wokwi_414120472316644353 (tt09-4bit-adder-dhags) tt_um_wokwi_414120591467404289 (XorTree) tt_um_wokwi_414124872671308801 (Morse Code for J and R) tt_um_wokwi_414125777368065025 (Tiny_Tapeout_Adder!) tt_um_wokwi_414120492890759169 (Manchester Encoder) tt_um_wokwi_414120201832165377 (Odd or even) tt_um_wokwi_414125058137148417 (Adbe_Project) tt_um_wokwi_414120372939908097 (Full Adder) tt_um_wokwi_414120379026893825 (TT-Farhad) tt_um_wokwi_414120157271867393 (Four Bit Adder) tt_um_wokwi_414124843472659457 (2 bit adder) tt_um_wokwi_414120239772801025 (AND and NOT gate testing) tt_um_wokwi_414124597390729217 (Kanoa's first Wokwi deseign Tinytapeout 2024 Nonsense) tt_um_wokwi_414120415300298753 (add it) tt_um_wokwi_414117926152578049 (one) tt_um_wokwi_414120459831246849 (Full Adder) tt_um_wokwi_414117854728812545 (four flip flops) tt_um_wokwi_414120320168203265 (Tiny Tapeout 9 Template) tt_um_wokwi_414120583702696961 (half adder) tt_um_tinysynth (Tinysynth) tt_um_wokwi_414120349028170753 (LCA’s first Wokwi design) tt_um_wokwi_414120435997105153 (7-bit arbiter) tt_um_wokwi_414120378768943105 (Counter) tt_um_wokwi_414120800422397953 (Full adder Design) tt_um_wokwi_414118423095874561 (Vincent's First Design) tt_um_wokwi_414120248222232577 (A Tale of Two NCOs) tt_um_a1k0n_nyancat (VGA Nyan Cat) tt_um_tommythorn_workshop (Workshop demo) tt_um_lrc_stevej (LRC - Longitudinal Redundancy Check generator) tt_um_wokwi_414120202583995393 (print) tt_um_wokwi_414120500233937921 (hello) tt_um_wokwi_414120569974735873 (Full Adder) tt_um_wokwi_414120295047458817 (NAND-Equ) tt_um_wokwi_414120388391730177 (adder-tt09) tt_um_wokwi_414120414884012033 (Ripple counter) tt_um_wokwi_414120509472942081 (rand) tt_um_wokwi_414121555407659009 (rhTinyTapeout) tt_um_wokwi_414120432405727233 (chip) tt_um_wokwi_414122362169493505 (NAND Flip-Flop) tt_um_shifter (Shifter) tt_um_wokwi_414124428088683521 (seven) tt_um_wokwi_414120513895838721 (gatesoup) tt_um_wokwi_414120303651028993 (Tiny Tapeout 9 Template Version 1 Tata Luka) tt_um_wokwi_414122607025630209 (UART TX) tt_um_wokwi_414120368966850561 (my First WokWi Design) tt_um_wokwi_414120299211357185 (Tiny Tapeout 9) tt_um_schoeberl_test (tinydsp-lol) tt_um_anislam (Leaky integrate and fire spiking neural network) tt_um_wokwi_414126546375915521 (2-bit Full Adder) tt_um_wokwi_414174625969437697 (Name Speller) tt_um_wokwi_414127944900611073 (gta6) tt_um_ericsmi_mips (mips.sv) tt_um_systolicLif (Basic model for Systollic array implementation of LIF) tt_um_algofoogle_tt09_ring_osc2 (Verilog ring oscillator V2) tt_um_dff_mem (dff_mem) tt_um_nomuwill (16 Bit Izhikevich Neuron) tt_um_digital_clock_example (7-Segment Digital Desk Clock) tt_um_udxs (Basic Perceptron + ReLU) tt_um_matrix_mult (Basic Matrix-Vector Multiplication) tt_um_db_MAC (8 bit MAC Unit) tt_um_anas_7193 (Programmable PWM Generator) tt_um_flyingfish800 (Verilog test project) tt_um_project (Basic LIF Neuron) tt_um_lifn (Integrate-and-Fire Neuron Circuit) tt_um_wokwi_413921836641882113 (ovl abc chip) tt_um_mickey_pll (pll) tt_um_rejunity_e2m0_x_i8_matmul (E2M0 x INT8 Systolic Array) tt_um_michaelmcculloch_alu (Michaels Tiny Tapeout ALU) tt_um_dog_BILBO (8-bit CBILBO) tt_um_stochastic_integrator_tt9_CL123abc (Stochastic Integrator) tt_um_vga_clock (VGA clock) tt_um_z2a_rgb_mixer (RGB Mixer demo) tt_um_samkho_two_channel_square_wave_generator (TwoChannelSquareWaveGenerator) tt_um_mattvenn_r2r_dac_3v3 (Analog 8 bit 3.3v R2R DAC) tt_um_b_10_array_multiplier (Lab B Group 10 Array Multiplier) tt_um_urish_giant_ringosc (Giant Ring Oscillator (3853 inverters)) tt_um_htfab_caterpillar (Simon's Caterpillar) tt_um_anders_tt_6502 (tt6502) tt_um_wokwi_414123795172381697 (TinySnake) tt_um_oscillating_bones (Oscillating Bones) tt_um_r2r_dac (4-bit R2R DAC) tt_um_tinytinfoil_saradc_dac (Noise test for a CDAC capacitor chain) tt_um_purdue_socet_uart (SoCET UART) tt_um_rejunity_sn76489 (Classic 8-bit era Programmable Sound Generator SN76489) tt_um_rejunity_ay8913 (Classic 8-bit era Programmable Sound Generator AY-3-8913) tt_um_tommythorn_cgates (Cgates) tt_um_09eksdee (eksdee) tt_um_13hihi31_tdc (Time to Digital Converter) tt_um_rejunity_decoder (ternary, E1M0, E2M0 decoders) tt_um_analog_example (Digital OTA) tt_um_kailinsley (Dynamic Threshold Leaky Integrate-and-Fire) tt_um_C6_array_multiplier (tt09-C6-array-multiplier) tt_um_rejunity_vga_test01 (VGA Drop (audio/visual demo)) tt_um_wallento_4bit_toycpu (4-Bit Toy CPU) tt_um_warp (Warp) tt_um_algofoogle_tt09_ring_osc3 (Verilog ring oscillator V3) tt_um_kev_ma_matmult222 (2-bit 2x2 Matrix Multiplier) tt_um_wokwi_414041465275103233 (SK Test Workshop) tt_um_rejunity_vga_logo (VGA Tiny Logo (1 tile)) tt_um_toivoh_demo (Sequential Shadows [TT08 demo competition]) tt_um_liaf (A simple leaky integrate and fire neuron) tt_um_wokwi_413879612498222081 (Clocked Display) tt_um_wokwi_413919625901452289 (Encoder) tt_um_wokwi_413919442353385473 (Encoder) tt_um_wokwi_413919540668975105 (First Tapeout Chip - OCR) tt_um_wokwi_413918022277139457 (Half Adder) tt_um_wokwi_414120435095328769 (Kai's Death Adder) tt_um_wokwi_413919775044656129 (Kevin Project) tt_um_lif_network_MR (Leaky Neuron Network) tt_um_lsnn_hschweig (Neuromorphic Hardware for SNN LSTM) tt_um_wokwi_413387065963362305 (Project) tt_um_Nishanth_RISCV (RISCV Processor Design) tt_um_wokwi_413883347321632769 (Test_project) tt_um_KoushikCSN_RISCV (RISCV Processor Design) tt_um_wokwi_414120868401584129 (Tian TT9) tt_um_wokwi_414120391864616961 (Tiniest of tapeouts) tt_um_wokwi_414120458938907649 (Who knows what's happening Tiny Tapeout) tt_um_wokwi_413919833599252481 (YoshiTP) tt_um_wokwi_414118269335820289 (chip_fab) tt_um_wokwi_414121281003682817 (dummy) tt_um_wokwi_414124471705253889 (sarah's first chip) tt_um_ccu_goatgate (tiny cipher 4 bit key) tt_um_wokwi_414120526876163073 (2 input multiplexor) tt_um_lif_ZB (Tutorial: Simple LIF Neuron) Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available Available