Introduction to PWM
Pulse width modulation (PWM) is a digital technique used for controlling an analog circuit.
The PWM is employed in a wide multiplicity of applications, ranging from measurement and communications to power control, conversion.
How can PWM control an analog circuit?
Let’s imagine we want to dimmer the intensity of a lamp. First simple possibility is to implement a partition using a variable resistor as in Figure2. Doing this the light intensity vary proportionally to the voltage present on the lamp pin, varying the resistor R2. In this approach the voltage on lamp VL is the partition of Vs on R1 and RLT, where RLT is the total resistance given by the parallel of R2 and RL This approach is not so efficient in terms of power consumption, in fact when we want use maximum power on the lamp R2 is set to have high impedance, i.e. can be considered open, and all the current flows on R1 and the lamp. When the lamp light is attenuated this means that R2 values is low, i.e. few ohms. This means that the current flows on R1 and R2. Using this approach, when we need light attenuation, R1 and R2 shall be able to dissipate all the power not used in the lamp.
As you can understand this is not an optimal approach!
A more efficient approach can be this one. Imagine that you can be able to turn on and off your lamp very fast. In this case, you can modulate the light simply modifying the duty cycle of your switch. If you need max light leave the switch always on, if you want to attenuate the light vary the duty proportionally. The average voltage on the lamp pin is the average voltage in the PWM period:
VL = (Vs x Ton)/Tp = Vs x DutyCycle
Of course, when the switch is off, no current flow on your circuit and no power is wasted!
This is a very simple method for using PWM to control a lamp. You can use the same approach to control a motor.
The PWM parameter
Let’ see what are the main parameter to define a PWM waveform of Figure1:
- Modulating Period: the time between two consecutive ON period
- Duty Cycle: the ratio of the on-time to the period;
- Modulating Frequency: is the inverse of the period.
VHDL implementation of PWM
In order to implement a PWM in VHDL, we need a simple counter as in Figure4.
The PWM period is defined as the number of clock counter we want the counter counts before restart counting. When the counter value is less than the PWM-width value the PWM output is high, else is low.
So let’ see an example of a VHDL code for a PWM:
library ieee; use ieee.std_logic_1164.all; use ieee.numeric_std.all; entity pwm_prog is generic( N : integer := 8); -- number of bit of PWM counter port ( i_clk : in std_logic; i_rstb : in std_logic; i_sync_reset : in std_logic; i_pwm_module : in std_logic_vector(N-1 downto 0); -- PWM Freq = clock freq/ (i_pwm_module+1); max value = 2^N-1 i_pwm_width : in std_logic_vector(N-1 downto 0); -- PWM width = (others=>0)=> OFF; i_pwm_module => MAX ON o_pwm : out std_logic); end pwm_prog; architecture rtl of pwm_prog is signal r_max_count : unsigned(N-1 downto 0); signal r_pwm_counter : unsigned(N-1 downto 0); signal r_pwm_width : unsigned(N-1 downto 0); signal w_tc_pwm_counter : std_logic; begin w_tc_pwm_counter <= '0' when(r_pwm_counter<r_max_count) else '1'; -- use to strobe new word -------------------------------------------------------------------- p_state_out : process(i_clk,i_rstb) begin if(i_rstb='0') then r_max_count <= (others=>'0'); r_pwm_width <= (others=>'0'); r_pwm_counter <= (others=>'0'); o_pwm <= '0'; elsif(rising_edge(i_clk)) then r_max_count <= unsigned(i_pwm_module); if(i_sync_reset='1') then r_pwm_width <= unsigned(i_pwm_width); r_pwm_counter <= to_unsigned(0,N); o_pwm <= '0'; else if(r_pwm_counter=0) and (r_pwm_width/=r_max_count) then o_pwm <= '0'; elsif(r_pwm_counter<=r_pwm_width) then o_pwm <= '1'; else o_pwm <= '0'; end if; if(w_tc_pwm_counter='1') then r_pwm_width <= unsigned(i_pwm_width); end if; if(r_pwm_counter=r_max_count) then r_pwm_counter <= to_unsigned(0,N); else r_pwm_counter <= r_pwm_counter + 1; end if; end if; end if; end process p_state_out; end rtl;
Parameter of VHDL PWM code
The generic parameter “N” set at compile time the number of bit of the PWM counter. This parameter set the maximum number of bit of the PWM counter.
The input signal “i_pwm_module” is used as the terminal counter value for the PWM counter. Every time the PWM counter reaches the value “i_pwm_module” it restarts from zero. The PWM period is:
Tclk x (i_pwm_module+1)
Or the PWM frequency is
Fpwm = Fclk / (i_pwm_module+1)
The PWM HIGH/LOW time is set using input signal “i_pwm_width”
When “i_pwm_width” is
- Zero => PWM output is always LOW
- i_pwm_module => PWM output is always HIGH
- K => PWM is K clock cycle HIGH and (i_pwm_width-K) LOW
VHDL implementation of the programmable PWM on DE0 Altera BOARD
In this video, you can learn how to implement the VHDL code of the PWM described above. The PWM is implemented on a DE0 Altera board. The PWM code is tested using the DE0 board LED: varying PWM duty cycle the light intensity will vary. You can download the complete PWM VHDL project files here below.
PWM VHDL code simulation results
Figure5 reports the PWM VHDL code simulation where the number of PWM counter is set to 8, PWM period is 256 clock cycle and PWM width is set to 10. In the simulation, the clock period is 10 ns.
Just to have a feedback on PWM implementation on FPGA, in Figure6 is reported the RTL viewer results for the PWM VHDL code above. The examples is relative to an Altera Cyclone II FPGA
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