Push or hold for isometrics?
In 10 adults over 6 weeks, pushing at 70% MVC raised concentric and eccentric strength; holding a load did not, but grew the quadriceps more. Mostly small effects; a first signal only.
Lum, Oranchuk, Chen and Kong compared the two ways of doing an isometric contraction. In pushing isometric muscle action (PIMA, "overcoming") the limb pushes against a fixed lever; in holding isometric muscle action (HIMA, "yielding") the limb keeps a set angle against a movable load that would otherwise move it.
Ten adults trained one leg each way: 4-6 contractions of 20 s at 70% of maximal voluntary contraction (MVC) at an 80-degree knee angle, 12 sessions over 6 weeks. Both styles raised isometric torque (g 0.30-0.36). Only pushing raised concentric (g 0.31) and eccentric (g 0.50) torque.
Both thickened the muscle (g 0.27-0.88) and lengthened vastus lateralis fascicles (g 0.20-0.31), but holding grew total quadriceps (g 0.46) and especially rectus femoris (g 1.44) thickness more, and only holding increased patellar-tendon thickness (g 0.12, trivial). The authors suggest pushing may suit strength and holding morphology, and call for larger, more realistic trials.
Protocol
Key Results
| Outcome | Pushing (PIMA) | Holding (HIMA) | Statistics (within each condition unless marked) |
|---|---|---|---|
| Isometric torque | increased | increased | both p < 0.05, g = 0.30-0.36 |
| Concentric torque | increased (p < 0.05, g = 0.31) | not increased | |
| Eccentric torque | increased (p < 0.01, g = 0.50) | not increased | |
| Muscle thickness (sites) | increased | increased | both p < 0.05, g = 0.27-0.88 |
| Vastus lateralis fascicle length | increased | increased | both p < 0.05, g = 0.20-0.31 |
| Total quadriceps thickness gain | smaller | larger | p < 0.05, g = 0.46 |
| Rectus femoris thickness gain | smaller | larger | p < 0.05, g = 1.44 |
| Patellar-tendon thickness | not increased | increased (p < 0.05, g = 0.12) |
Mechanisms
Practical Application
Limitations
How this entry was checked and changed
within-subject design with n=10 (counts as a crossover under 15); first training study of this question, small and short, effects mostly small; from the abstract