The DC power is converted to AC by switching devices arranged in three legs, each producing one phase of AC output connected to a three-phase load.
Execution Sample
Power Electronics
Phase A: Switches S1 and S4 alternate ON/OFF
Phase B: Switches S3 and S6 alternate ON/OFF
Phase C: Switches S5 and S2 alternate ON/OFF
Output: Three AC voltages 120° apart
This switching pattern creates three AC outputs from a DC source, each phase shifted by 120 degrees.
Analysis Table
Step
Switch States (S1-S6)
Phase A Voltage
Phase B Voltage
Phase C Voltage
Output Description
1
S1=ON, S4=OFF; S3=ON, S6=OFF; S5=ON, S2=OFF
+Vdc
+Vdc
+Vdc
All phases at positive DC voltage
2
S1=ON, S4=OFF; S3=ON, S6=OFF; S5=OFF, S2=ON
+Vdc
+Vdc
-Vdc
Phase C switches polarity to negative
3
S1=ON, S4=OFF; S3=OFF, S6=ON; S5=OFF, S2=ON
+Vdc
-Vdc
-Vdc
Phase B switches polarity to negative
4
S1=OFF, S4=ON; S3=OFF, S6=ON; S5=OFF, S2=ON
-Vdc
-Vdc
-Vdc
All phases at negative DC voltage
5
S1=OFF, S4=ON; S3=OFF, S6=ON; S5=ON, S2=OFF
-Vdc
-Vdc
+Vdc
Phase C switches polarity to positive
6
S1=OFF, S4=ON; S3=ON, S6=OFF; S5=ON, S2=OFF
-Vdc
+Vdc
+Vdc
Phase B switches polarity to positive
7
S1=ON, S4=OFF; S3=ON, S6=OFF; S5=ON, S2=OFF
+Vdc
+Vdc
+Vdc
Cycle repeats
8
N/A
N/A
N/A
N/A
Cycle continues to produce AC output
💡 The switching sequence repeats continuously to generate three-phase AC output with 120° phase shifts.
State Tracker
Variable
Start
After Step 1
After Step 2
After Step 3
After Step 4
After Step 5
After Step 6
After Step 7
S1
OFF
ON
ON
ON
OFF
OFF
OFF
ON
S4
OFF
OFF
OFF
OFF
ON
ON
ON
OFF
S3
OFF
ON
ON
OFF
OFF
OFF
ON
ON
S6
OFF
OFF
OFF
ON
ON
ON
OFF
OFF
S5
OFF
ON
OFF
OFF
OFF
ON
ON
ON
S2
OFF
OFF
ON
ON
ON
OFF
OFF
OFF
Phase A Voltage
0
+Vdc
+Vdc
+Vdc
-Vdc
-Vdc
-Vdc
+Vdc
Phase B Voltage
0
+Vdc
+Vdc
-Vdc
-Vdc
-Vdc
+Vdc
+Vdc
Phase C Voltage
0
+Vdc
-Vdc
-Vdc
-Vdc
+Vdc
+Vdc
+Vdc
Key Insights - 3 Insights
Why do switches in each phase leg never turn ON at the same time?
Because turning ON both switches in the same leg would short the DC source directly, causing damage. The execution_table shows one switch ON and the other OFF per leg at each step.
How does the inverter create AC output from DC input?
By alternating the switch states in a sequence, the output voltage of each phase changes polarity (+Vdc to -Vdc), creating a waveform that looks like AC. The execution_table steps show this polarity change.
Why are the three phases shifted by 120 degrees?
The switching sequence is timed so each phase changes voltage at different steps, producing outputs that are offset in time by one-third of the cycle, creating balanced three-phase AC.
Visual Quiz - 3 Questions
Test your understanding
Look at the execution_table at Step 4. What is the voltage of Phase A?
A+Vdc
B-Vdc
C0
DUndefined
💡 Hint
Check the 'Phase A Voltage' column in execution_table row for Step 4.
At which step does Phase C voltage switch from negative to positive?
AStep 2
BStep 3
CStep 5
DStep 6
💡 Hint
Look at 'Phase C Voltage' column changes in execution_table rows.
If switch S1 stayed OFF at Step 1, what would happen to Phase A voltage?
A-Vdc
B+Vdc
C0
DVoltage would be unstable
💡 Hint
Refer to variable_tracker for S1 and Phase A Voltage relation.
Concept Snapshot
Three-phase inverter converts DC to AC using six switches arranged in three legs.
Each leg controls one phase by switching polarity between +Vdc and -Vdc.
Switches in the same leg never turn ON simultaneously to avoid short circuit.
Switching sequence creates three AC outputs 120° apart.
Used to power three-phase motors or feed AC grids.
Full Transcript
A three-phase inverter topology uses a DC power source connected to six switches arranged in three legs, each leg producing one phase of AC output. The switches alternate ON and OFF in a sequence that changes the output voltage polarity of each phase between positive and negative DC voltage. This switching creates three AC voltages that are 120 degrees apart in phase, suitable for three-phase loads like motors. The switches in each leg never turn ON at the same time to prevent short circuits. The switching sequence repeats continuously to maintain the AC output waveform.