Photolithography & Electroforming
Photolithographic Electroforming & Micro-Mesh Prepress Calculator
Calculate electroforming plating thickness via Faraday's Law, deposition time, lateral overplating mushrooming width, and micro-mesh open area %.
1. Input Parameters
Nominal electroplating bath current density (typically 2 - 6 A/dm²).
Total duration in electrolytic bath.
Total plated cathode surface area (1 dm² = 100 cm²).
Dry film or liquid SU-8 photoresist stencil height.
Nominal aperture dimension on 1-bit phototool mask.
Distance between adjacent aperture centers in array.
2. Calculation Results
Plated Thickness (T)
32.8 µm
Total Deposited Mass
11.68 g
Lateral Overgrowth (Δw)
12.5 µm
Final Aperture Width
52.5 µm
Mesh Open Area %
19.1%
Deposition Rate
0.73 µm/min
3. Dynamic Visualizer & CAM Preview
4. Engineering Notes & Physics Specifications
Photolithographic Electroforming is an additive micro-manufacturing process that grows high-precision metal parts (nickel, copper, gold) atom-by-atom from electrolytic solutions onto conductive mandrels through micro-patterned photoresist stencils (LIGA / UV-LIGA technology). Used to manufacture high-efficiency nebulizer micro-mesh plates, shaver foils, optical encoder disks, leadframes, and microfluidic sieves.
- Faraday's Law of Electrolysis: $T_{ ext{plate}} = rac{J \cdot t \cdot M}{n \cdot F \cdot ho} \cdot \eta_{ ext{eff}}$, where $F = 96,485 ext{ C/mol}$, $J$ is current density ($ ext{A/dm}^2$), and $\eta_{ ext{eff}} pprox 98.5\%$.
- Overplating Lateral Mushrooming: When plating thickness exceeds photoresist height ($T_{ ext{plate}} > H_{ ext{resist}}$), metal grows isotropically over the resist rim at rate $\Delta w pprox 1.6 \cdot (T - H)$. This controlled overgrowth creates rounded, aerodynamic aperture entrance funnels for medical nebulizers.
- Current Density Thieving Rings: Edge current concentrations cause over-plating along perimeter edges. CAM layouts must incorporate auxiliary conductive "thief" borders spaced $3 - 5 ext{ mm}$ around active arrays.
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