AnythingOnline
Free Inverting Buck-Boost Converter Calculator Electronics & Embedded
100% Free • No Sign-Up

Free Inverting Buck-Boost Converter Calculator

Size power inductors, calculate switch duty cycle, peak inductor current, and switch voltage stress (Vin + |Vout|) for negative voltage power supplies.

Converter Operating Parameters

V
-V
Enter positive magnitude (e.g. 12 for -12V rail).
A
kHz
V
0.45V Schottky • 0.0V for Synchronous.
Recommended Inductor (L_min)
18.2 μH (Duty Cycle D = 50.9%)

Inductor Saturation Rating: ≥ 3.65 A (Peak Current)

Switch Voltage Stress 24.5 V V_in + |V_out| + V_f
Average Input Current 1.56 A Continuous DC input
Component Ratings & Stress

MOSFET Voltage Rating: Select ≥ 35V to 40V (Must include 1.5× safety margin).

Diode Reverse Breakdown: Must withstand 24.5V reverse bias during switch conduction.

Average Inductor Current: 3.06 A (Equal to I_in + I_out!).

The Voltage Stress Trap: Unlike buck or boost converters where switch voltage stress equals $V_{in}$ or $V_{out}$, the inverting buck-boost switch experiences the SUM of both rails: $V_{stress} = V_{in} + |V_{out}|$. Running a 24V input to -12V output exposes the switch to over 36V!

Recommended Tools & Equipment

Tested hardware and components for high reliability

100% Free Tool Zero Sign-Up

Principles of the Inverting Buck-Boost Converter

The inverting topology generates a negative output voltage rail with a magnitude that can be higher, lower, or equal to the positive input voltage.

Governing Equations (Continuous Conduction Mode)

Duty Cycle: D = (|V_out| + V_f) / (V_in + |V_out| + V_f)
Average Inductor I: I_L(avg) = I_in + I_out = I_out / (1 - D)
Inductor Ripple: ΔI_L = Ripple_Ratio × I_L(avg)
Inductance Formula: L = (V_in × D) / (f_sw × ΔI_L)
Peak Switch Current: I_pk = I_L(avg) + (ΔI_L / 2)
Switch Voltage Stress: V_switch = V_in + |V_out| + V_f

Why the Inductor Carries Both Input & Output Current

In an inverting converter, the inductor connects between the switch node and ground. It stores energy from the input during $t_{on}$, and transfers that energy to the output capacitor during $t_{off}$. Therefore, its average DC current equals the sum of both input and output currents, requiring significantly heavier wire and larger magnetic cores than a standard buck regulator of equal power.

Frequently Asked Questions

Can I invert +5V to -5V with a standard buck converter IC?

Yes! Many standard buck ICs (like TI TPS54302 or LM2596) can be wired in the inverting buck-boost configuration by connecting the IC ground pin to the negative output rail (-Vout) instead of system ground. Note that the IC’s maximum voltage rating must exceed Vin + |Vout|.

Why does the inverting buck-boost have a Right-Half-Plane Zero (RHPZ)?

Like the boost converter, energy is only delivered to the output during the switch OFF time. A sudden increase in load demand causes the duty cycle to widen, temporarily robbing the output of recharge time. This creates a Right-Half-Plane Zero in the loop gain transfer function, restricting maximum crossover bandwidth.

Does an inverting converter require an isolated ground?

No! The input and output share a common 0V ground plane. The output terminal itself is simply biased below system ground at -12V or -5V.