8 interactive concept widgets for Electromagnetic Waves. Drag any slider, change any number, and watch the formula and the answer update live. Built so you understand how each NEET problem actually works, not just the final number.
On this page
The missing term in Ampere's law that lets a changing electric field act like a current.
Set the plate area, separation and the rate of voltage change to see the displacement current.
Between the plates of a charging capacitor, no real current flows, but the changing electric flux acts as a displacement current of equal magnitude. This is what completes Ampere's law.
Plate area A: 50 cm²
Plate separation d: 2 mm
Rate of voltage change dV/dt: 1.00 × 10⁶ V/s
Displacement current
2.21e-5 A
Capacitance C
22.13 pF
Rate of E-field change: 0.50 × 10⁹ V/m/s
The conduction current entering the wire equals this displacement current (same magnetic field).
Try this
Watch the perpendicular E and B fields travel together. Adjust the amplitude to see the E_0 = c B_0 link.
Watch the E and B fields stay in step, perpendicular to each other and to the direction of travel.
E (orange, vertical plane) and B (green, horizontal plane) oscillate in phase, perpendicular to each other and to the direction of travel (left to right).
Amplitude: 40
Wavelength λ: 80 px
Wave speed v: 0.06
The two sines stay in phase: E and B reach max together and zero together. This is the transverse, plane-polarised EM wave NEET tests.
Try this
The peak fields are linked by E_0 = c B_0. Adjust E_0 and read off B_0.
In free space the peak fields are linked by E_0 = c B_0. They oscillate in step, perpendicular to each other and to the direction the wave travels.
Peak electric field E_0: 30 V/m
Peak magnetic field B_0
100.07 nT
E_rms
21.21 V/m
B_rms
70.76 nT
Try this
How a wave slows down in a medium, and the full converter between f, λ and photon energy.
Pick a medium and a frequency, see how speed drops and wavelength shortens.
EM waves slow down in a medium: v = c / n. Frequency stays the same, wavelength shortens.
Choose medium:
Frequency f: 500 GHz (visible)
Speed in medium
2.254 × 10⁸ m/s
Wavelength (vacuum)
599600.0 nm
Wavelength (medium)
450827.1 nm
Try this
One number gives the other two and the spectrum band.
Convert between frequency, wavelength and photon energy. Pick which one you want to type.
Frequency f
5.400e+14 Hz
Wavelength λ
555.185 nm
Photon energy E
2.233 eV
3.58e-19 J
This frequency lies in the visible region.
Try this
Click each band to see frequency, wavelength, source and applications.
Click any region to see its frequency, wavelength, source and applications. The bar uses a log scale.
Visible
Frequency
4e+14 to 8e+14 Hz
Wavelength
380 nm to 750 nm
Source: Sun, hot bodies, LEDs
Detection: Eye, photographic film, photodiodes
Applications: Vision, photography, optical fibres, lasers
All EM waves travel at c = 3 × 10⁸ m/s in vacuum, regardless of frequency.
Try this
How energy splits between E and B, and the push EM waves give to absorbers and reflectors.
Half the energy lives in the electric field, half in the magnetic. Multiply by c to get intensity.
Energy in an EM wave is split equally between the electric and magnetic fields. The total energy density times the speed of light equals the intensity carried.
Peak electric field E_0: 720 V/m
u_E (electric)
1.15e-6 J/m³
u_B (magnetic)
1.15e-6 J/m³
Total u
2.29e-6 J/m³
Intensity I = u c
688.0 W/m²
Try this
Set up a point source and a target. See how surface type doubles the pressure.
EM waves carry momentum, so they push on surfaces. The push doubles for a perfect reflector.
Source power: 100 kW
Distance from source: 2 m
Target area: 100 cm²
Surface type:
Intensity I (point source)
1989.44 W/m²
Radiation pressure
6.64e-6 Pa
Force on target
6.64e-8 N
Try this
Drag, slide and recompute on the next chapter's widgets.
Free 14-day trial. AI tutor, full mock tests and chapter analytics — built for NEET 2027.
Free 14-day trial · No credit card required