Skip to content
ASLبشمهندس عسلAGENT / 101
HomeWorkToolsNotesAboutStart a project

OPEN FOR SELECTED COLLABORATIONS / 101

Bring the system that needs an answer.

Send a project briefEmail Ahmed

اسأل. تعلّم.

ابنِ. اختبر.

© 2026 AHMED IBRAHIM ASLبشمهندس عسلEGYPT / SYSTEMS ENGINEER / AGENT 101
← Power Conversion & Supplies

Power Conversion / design models

Buck Converter Designer

Estimate duty cycle, inductor, output capacitor, ripple current, peak current, and estimated total power loss.

Answer first

How do I choose first-pass buck inductor and capacitor values?

This buck converter calculator turns input voltage, output voltage, load current, switching frequency, and ripple targets into first-pass inductor and capacitor values. It also estimates duty cycle, peak current, and power loss. Use the result to compare parts, then verify controller limits, transient response, saturation, thermal behavior, and layout with the selected datasheets.

Set your supply targets

Ideal duty cycle41.667 %
Inductance9.7222 µH
Ripple-only C minimum3 µF
Inductor current range1.7 –2.3 A
Estimated total loss1.1111 W

Trace an operating phase

The highlighted path carries conventional current. Values follow your inputs.

Asynchronous buck: source, switch, catch diode, inductor, capacitor and loadHighlighted lines show the selected conventional-current path. All capacitor and load branches connect to the return rail.IDEAL ASYNCHRONOUS BUCK · SWITCH ON+−12 VSwitchL 9.722 µHiL → 1.7–2.3 ACatch diode: anode to cathodeD catchA ↓ / K ↑3 µFLoad2 AVout 5 VVin → switch → L → load → source returnInductor current rises; catch diode blocks.

The switch closes the source loop. Inductor current rises while the catch diode is reverse biased.

Ideal continuous-conduction model: zero switch and diode drop. Efficiency only estimates total loss; it does not alter ideal timing.

Output capacitance is a ripple-only minimum with zero ESR. Controller stability, load transients, bias derating and ripple-current ratings require separate checks.

Equations and model scope

Ideal CCM duty and inductor
D=VoutVin,L=(Vin−Vout)DfsΔILD=\frac{V_{\mathrm{out}}}{V_{\mathrm{in}}},\quad L=\frac{(V_{\mathrm{in}}-V_{\mathrm{out}})D}{f_s\Delta I_L}D=Vin​Vout​​,L=fs​ΔIL​(Vin​−Vout​)D​
Ideal ripple-only capacitor minimum
Cout,min=ΔIL8fsΔVpp,IL,pk/min=Iout±ΔIL2C_{\mathrm{out,min}}=\frac{\Delta I_L}{8f_s\Delta V_{pp}},\quad I_{L,\mathrm{pk/min}}=I_{\mathrm{out}}\pm\frac{\Delta I_L}{2}Cout,min​=8fs​ΔVpp​ΔIL​​,IL,pk/min​=Iout​±2ΔIL​​

This is an ideal asynchronous buck power stage in continuous conduction. It omits controller feedback, input decoupling and parasitics. Real duty, capacitor selection and regulation depend on the selected controller.

TI: buck power-stage calculationsTI: ESR and LDO stability

Design guide

Use the result with engineering context

Technical content reviewed September 15, 2026

When this tool is useful

  • Sizing an initial inductor from an allowed ripple-current target
  • Estimating output capacitance from switching frequency and voltage ripple

What the result includes

  • Ideal duty cycle, inductor value, ripple current, and peak current
  • Output capacitance estimate and a first power-loss breakdown

What the model does not guarantee

  • The capacitor calculation does not model the full impedance curve, aging, bias derating, or control-loop response
  • The loss estimate cannot approve MOSFET temperature, inductor saturation, compensation, or PCB layout

Worked approach

Size from ripple, then check the parts

Choose a ripple-current fraction that the load and inductor can tolerate. Use the calculated inductance and peak current to shortlist parts, then check saturation current, DCR, core loss, capacitor ESR, and the controller's recommended range.

Common decisions

Questions engineers ask

Can I use the nearest standard inductor value?

Usually, but recalculate ripple and peak current with the actual value. A smaller inductor increases ripple and peak current; a larger one changes transient response and may cost more or occupy more area.

Why is the ceramic capacitor's printed value not enough?

Ceramic capacitance can fall under DC bias. Package size, dielectric, temperature, tolerance, and voltage rating determine how much capacitance remains in operation.

Does a correct calculation guarantee a stable converter?

No. Stability depends on the controller topology, compensation, output network, load range, layout, and the component models used by the manufacturer.

Related build evidence

Aqua Sync 2.0.0

Inspect a connected sensing system where firmware, displays, sensors, and board integration must work together. The project does not claim to use the converter values generated here.

See the project

Apply it to real hardware

Building a battery or DC-powered device?

Share the voltage range, rails, current profile, noise limits, board area, and preferred controller so the power stage can be reviewed in context.

Discuss the system
Ahmed Ibrahim Asl
Behind the workbenchAhmed Ibrahim Asl

Embedded Systems & IoT R&D Engineer

From a calculation to a working prototype.

I build embedded firmware, connected hardware, and the interfaces that make them usable. Explore the projects behind this workbench, or tell me what you need to build.

See embedded & IoT projects ↗Discuss a project ↗Read engineering notes ↗