Dielectric Constant Calculator

Calculate capacitance, electric field, and energy storage for parallel plate capacitors with various dielectric materials. Compare 40+ standard dielectric materials.

Capacitance
19.479 pF
κ = 4.4
Stored Energy
1.402 nJ
At 12 V
Electric Field
0.06 kV/mm
60,000 V/m
Breakdown Voltage
4.0 kV
Strength: 20 kV/mm
Voltage Margin
✓ Safe
100% margin remaining
Loss Tangent
0.0200
Lossy

Voltage vs Breakdown

12 V
4,000 V max

Material Comparison

MaterialκCapacitanceStrength (kV/mm)Max V (kV)
Barium Titanate1,2005.31 nF40.8
Water (25°C)78.5347.52 pF6513.0
Alumina (Al₂O₃)9.843.38 pF173.4
Silicon Nitride7.533.20 pF102.0
Rubber7.030.99 pF122.4
Porcelain6.528.78 pF51.0
Mica6.026.56 pF408.0
Glass (Pyrex)5.624.79 pF142.8
FR-4 (PCB)4.419.48 pF204.0
Silicon Dioxide (SiO₂)3.917.27 pF255.0
Nylon3.515.49 pF163.2
Paper (dry)3.515.49 pF163.2
Thickness Sensitivity
Thickness (mm)CapacitanceMax Voltage (kV)
0.01389.58 pF0.2
0.02194.79 pF0.4
0.0577.92 pF1.0
0.138.96 pF2.0
0.219.48 pF4.0
0.57.79 pF10.0
13.90 pF20.0
21.95 pF40.0
50.78 pF100.0
All Materials (22)
MaterialκStrength (kV/mm)Loss Tangent
Vacuum1300
Air (STP)1.000630
PTFE (Teflon)2.1600.0002
Polyethylene (PE)2.3200.0004
Polypropylene (PP)2.2300.0002
Polystyrene2.6250.0001
Polycarbonate3380.001
PVC3.4400.02
Nylon3.5160.02
FR-4 (PCB)4.4200.02
Rogers RO4003C3.38310.0027
Paper (dry)3.5160.01
Rubber7120.03
Glass (Pyrex)5.6140.004
Mica6400.0002
Porcelain6.550.01
Alumina (Al₂O₃)9.8170.0001
Silicon Dioxide (SiO₂)3.9250.001
Silicon Nitride7.5100.002
Barium Titanate120040.01
Water (25°C)78.5650.04
Transformer Oil2.2120.002
Planning notes, formulas, and examples

About the Dielectric Constant Calculator

The Dielectric Constant Calculator determines capacitance, electric field, stored energy, and breakdown voltage for parallel plate capacitors with various dielectric materials. The dielectric constant (relative permittivity, κ or εᵣ) describes how much a material increases capacitance compared to vacuum.

A parallel plate capacitor with a dielectric has capacitance C = κ × ε₀ × A / d, where κ is the dielectric constant, ε₀ is vacuum permittivity (8.854 × 10⁻¹² F/m), A is plate area, and d is plate separation. Higher κ means more capacitance. But dielectric strength (breakdown voltage per mm) limits the maximum voltage — exceeding it destroys the dielectric.

Select from 40+ common materials (air, FR-4, polyethylene, ceramic, mica, water) or enter a custom dielectric constant to calculate capacitor parameters and compare materials. It gives you a fast way to compare materials before you commit to a design. That is useful when you want a material check without manual lookup tables.

When This Page Helps

Use this calculator when you want to compare dielectric materials by capacitance and breakdown behavior instead of looking only at the material name. It is useful for capacitor selection, PCB work, and insulation checks where thickness and field strength matter together. That makes it easier to see both storage and safety limits at once.

How to Use the Inputs

  1. Select a dielectric material from the database, or enter a custom κ value.
  2. Enter the plate area in cm² or mm².
  3. Enter the dielectric thickness (plate separation) in mm.
  4. Review capacitance, electric field, stored energy, and breakdown margins.
  5. Compare materials using the reference table below.
  6. Use the thickness optimization table to explore design trade-offs.
Formula used
Capacitance: C = κ × ε₀ × A / d. Where ε₀ = 8.854 × 10⁻¹² F/m, κ = relative permittivity, A = plate area (m²), d = separation (m). Stored Energy: U = ½CV². Electric Field: E = V/d. Breakdown Voltage: V_max = E_br × d.

Example Calculation

Result: C = 19.5 pF, Energy = 1.4 nJ

κ = 4.4 for FR-4. C = 4.4 × 8.854e-12 × (100e-4 m²) / (0.2e-3 m) = 19.5 pF. Energy = 0.5 × 19.5e-12 × 12² = 1.4 nJ. Electric field = 12/0.0002 = 60 kV/m, well below FR-4 breakdown of ~20 kV/mm.

Tips & Best Practices

  • Dielectric constant decreases at higher frequencies for most materials — use RF-frequency values for high-speed designs.
  • Multi-layer ceramic capacitors (MLCCs) use very thin layers (1-10 µm) to maximize C/volume.
  • Doubling the plate area doubles capacitance; halving thickness doubles capacitance — but watch breakdown.
  • For PCB trace impedance, the effective dielectric constant depends on how much field is in the substrate vs air.
  • Guard against dielectric absorption in precision circuits — some materials "remember" previous charge.

Dielectric Material Categories

**Gases**: Air (κ=1.0006), SF₆ (κ=1.002). Low κ but excellent self-healing after breakdown. SF₆ has 2.5× the dielectric strength of air. Used in high-voltage switchgear and gas-insulated substations.

**Polymers**: PE (κ=2.3), PTFE (κ=2.1), PVC (κ=3.4), polycarbonate (κ=3.0). Excellent dielectric strength (20-40 kV/mm), low loss, cheap. Most capacitor and cable insulation uses polymers. PTFE is the gold standard for RF applications.

**Ceramics**: Class I (C0G/NP0, κ=6-100): stable, low loss, low κ. Class II (X7R, κ=2000-4000): high κ but voltage/temperature dependent. Class III (Y5V, κ=4000-16000): highest κ but worst stability. Used in SMD capacitors — the most common capacitor type manufactured.

Capacitor Energy Density

Energy density = ½κε₀E², where E is the electric field limited by dielectric strength. To maximize energy storage: choose materials with both high κ and high dielectric strength. Barium titanate has very high κ but moderate breakdown strength. PVDF film has moderate κ but excellent breakdown strength and achieves excellent energy density.

Frequency Dependence

At low frequencies (DC to kHz), all polarization mechanisms contribute to κ: electronic, ionic, orientational (dipolar), and space charge. As frequency increases, slower mechanisms can't follow, and κ decreases. For water: κ drops from 80 (DC) to 5.5 (optical). For FR-4: κ drops from 4.5 (1 MHz) to 4.2 (1 GHz). Always use the dielectric constant at the operating frequency.

Sources & Methodology

Last updated:

Frequently Asked Questions

  • The dielectric constant κ (also called relative permittivity εᵣ) is the factor by which a material increases the capacitance compared to vacuum (κ=1). Air: κ≈1.0006, paper: κ≈3.5, glass: κ≈5-10, water: κ≈80, barium titanate: κ≈1200-10000. Higher κ means more charge storage per unit volume.