The image is generated from a synthetic proton-density / T₁ / T₂ wrist phantom, forward Fourier-transformed into complex k-space, sampled row by row with noise and artifacts, then inverse Fourier-transformed. No patient data and no real RF acquisition.
A magnetic resonance lab, in your hand.
Explore a conceptual handheld wrist scanner in 3D. Tune its fields, excite proton spins, encode space with magnetic gradients, receive a simulated spin echo, and reconstruct a synthetic MRI slice from genuine sampled Fourier data.
Geometry is conceptual; not to scale
What's inside the probe?
A magnet must create a stable static field. Gradient coils add position-dependent field changes. A radiofrequency coil excites and detects nuclear magnetization. These are separate jobs.
Permanent magnet array
Control the spin-echo experiment
The following controls feed a simplified spin-echo signal model and 2D Cartesian k-space acquisition—not merely a visual filter.
Image limitations
What would a real device require?
MRI is not a camera. Shrinking the coils also shrinks the sensitive volume, while fields, interference, heat, vibration, RF exposure and reconstruction remain demanding.
Permanent magnet geometry, magnet gap, field mapping, shielding and high homogeneity across the target volume.
Passive/active compensation for magnet imperfections, temperature changes and sample-dependent field shifts.
Current drivers, calibrated coil fields, spatial encoding and limits on heating, acoustic noise and nerve stimulation.
Tuned coil, transmit pulses, decoupling, low-noise amplifier, receiver protection and impedance matching.
RF reference oscillator, coherent quadrature detection, signal filtering and synchronized analog-to-digital conversion.
Fourier transform plus optional sensitivity correction, field correction, motion mitigation and robust image quality checks.
Receiver bandwidth, cable isolation, local shielding, interference cancellation and sensor coupling.
Ferromagnetic screening, implanted devices, RF heating/SAR, gradient exposure, electrical safety and clinical validation.
The handheld barrier
Your chosen image resolution, field stability and RF sensitivity determine the main trade-offs.
α = γ B₁ τ
Sᵢ ≈ ρᵢ(1 − exp(−TR/T₁ᵢ)) exp(−TE/T₂ᵢ)
s(kₓ,kᵧ) = ∫∫ S(x,y)e⁻ⁱ²π⁽ᵏˣˣ⁺ᵏʸʸ⁾ dx dy
I(x,y) = 𝓕⁻¹{s(kₓ,kᵧ)}
Tissue signal formula assumes an ideal 90°/180° spin-echo sequence; RF slice profiles, real coil field maps, true noise covariance, relaxation heterogeneity and system calibration are deliberately simplified.
Align
A small excess of hydrogen nuclear moments aligns with the static field, creating net magnetization.
Excite
RF at the Larmor frequency tips magnetization away from B₀; spins precess coherently.
Encode
Applied magnetic gradients make precession frequency and phase depend on spatial position.
Detect
Transverse magnetization induces a tiny voltage in a tuned receiver coil; a 180° pulse creates a spin echo.
Reconstruct
Phase-encoded k-space samples are inverted by a Fourier transform into spatial contrast.
MRI relies on nuclear magnetic resonance (NMR), not ionizing radiation. A static field and RF pulse alone measure an aggregate resonance signal. Imaging requires spatial encoding and reconstruction. Low-field and portable MRI exist, but the magnet, stable field over the desired field of view, noise isolation and receive coils can still require systems weighing hundreds of kilograms. This illustrated clamp is a design thought experiment for a very small target, not a proven MRI product.