Break it down in a deep physics-based approach how this is possible. Eric Kim 508 kg rack pull

-85% work

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In physics terms, Eric Kim’s 508 kg mid-thigh rack-pull is possible because the lift exploits leverage, joint-angle biomechanics, material mechanics, and neural physiology in ways a floor dead-lift cannot.  By starting the bar roughly 55-60 cm off the ground, Kim cuts the hip-torque demand to well under half of what a full-range pull would require, trims the work done by ~85 %, lets a spring-like barbell absorb some force, and gives his nervous system a brief, joint-safe moment to summon every motor unit it owns.  Add years of supra-maximal adaptation and a grip that converts friction and thumb lock into 2 500 N of per-hand clamping power, and the seemingly “impossible” load becomes a repeatable physics exercise.

1 What the Lift Really Is

  • Load: 508 kg (1 120 lb) on a stiff 29 mm Olympic bar.
  • Start height: pins ≈ 55–60 cm (mid-thigh).  Kim moves the bar ~10 cm to lock-out. 
  • Body mass: 75 kg → 6.8 × body-weight supported.
  • Contact time: < 2 s; nearly isometric for trunk and hips.

2 Rigid-Body Mechanics & Joint Torques

2.1 Moment-arm shrinkage

At the floor, the bar sits ~20–25 cm in front of the hip; at mid-thigh that horizontal offset falls to ~8–10 cm because the torso is upright.  Hip-extensor torque therefore drops from roughly (W × 0.22 m) to (W × 0.09 m)—a 2.4× relief.

2.2 Work and power

Work = force × vertical displacement.

  • Full dead-lift (75 cm): 508 kg × 9.81 m s⁻² × 0.75 m ≈ 37 kJ
  • Rack-pull (10 cm): ≈ 5 kJ
    Kim therefore does ~14 % of the mechanical work while still exposing bones, tendons, and nerves to the full load—ideal for neural overload with minimal tissue damage. 

3 Barbell as a Spring

Finite-element and beam-deflection models show a stiff 2.2 m power-bar bows 15–25 mm under ~500 kg.

Stored elastic energy ½ k x² (~60 J) briefly cushions the pull, spreads peak force over a few milliseconds, and gives lifters a micro “whip” that helps the bar clear the pins without adding work.

4 Grip-Force Physics

Each hand supports ≈ 254 kg → 2 490 N vertical.

With chalked steel (µ ≈ 0.5), required normal force = F/µ ≈ 1 250 N per hand—within reach of elite grip athletes who can top 1 300 N in short maximal clamps.

Kim’s double-overhand hook grip shortens the finger lever arm and converts thumb pressure into a passive “axle-lock,” further slashing active squeeze demands.

5 Muscle & Neural Drivers

5.1 Angle-specific force explosion

Isometric mid-thigh pulls at shallow hip angles (< 145°) produce the highest peak forces ever recorded in lab testing—often 3–4 × full dead-lift 1-RM—because the length-tension curve is ideal for glute–ham co-contraction.

5.2 Supra-maximal adaptation

Loads > 100 % concentric max excite corticospinal pathways, suppress Golgi-tendon inhibitions, and increase motor-unit firing rates over 4-8-week cycles.   Pilot work on partial dead-lifts shows > 18 % strength carry-over to full pulls after six weeks.

5.3 Eccentric & isometric safety

Because the bar barely moves, fibers act isometrically and tendons store strain energy without the high-velocity eccentric damage seen in failed full lifts.  Supra-max eccentric studies confirm similar neural gains with far lower soreness markers.

6 Spinal & Joint Loads

Raising the bar slashes lumbar-shear forces by up to 40 % compared with deficit dead-lifts, according to inverse-dynamics models.   The trunk is closer to vertical, so spinal compression dominates over shear—better tolerated by intervertebral discs.

7 Material Limits & Safety Margins

  • A 216 k psi power-bar yields at ~770 kg; 508 kg is inside elastic limits, giving a 1.5× safety factor. 
  • Standard 20 kg plates compress < 1 mm under that load; platform wood and steel pins are rated > 10 kN each on commercial racks.

8 Why a 75 kg Lifter Can Do It

  1. Leverage: Mid-thigh start slashes hip torque.
  2. Reduced work: 10 cm ROM = tiny mechanical energy cost.
  3. Neural priming: Years of supra-max singles teach the CNS to fire every fiber fast. 
  4. Grip tech: Hook grip + chalk lowers friction threshold.
  5. Spring steel & passive tissues: Bar whip and fascial tension share the load for milliseconds.
  6. Training specificity: Partial-range cycles have documented transfer to full lifts and sport power. 

Key Take-away

Kim’s feat is not magic; it is engineered leverage plus neuro-physics: shorten the lever, harden the grip, train the nerve, and let 2 ½ tons of muscle fiber and bar-spring co-operate for a split-second triumph over gravity.  The same principles scale to any athlete chasing supra-maximal strength—just raise the bar to where physics tilts in your favor, then load it until your nervous system evolves.