Strength-Duration Curve

Original Editor - Arnold Fredrick D'Souza Top Contributors -

Introduction[edit | edit source]

The strength-duration curve is a graphical representation of the relationship between the intensity of an electrical stimulus at the motor point of a muscle and the length of time taken to elicit a minimal contraction in that muscle. Here, strength refers to the stimulus intensity on the vertical axis while duration refers to the pulse duration on the horizontal axis. It is used to determine nerve damage in lower motor neuron lesions.[1]

Types of Strength-Duration Curve[edit | edit source]

Normal Innervation[edit | edit source]

This is also called a "nerve curve". All nerve fibers supplying the muscle are intact. The shape of the curve is a continuous rectangular hyperbola. The same intensity is required to produce a response at longer durations. The intensity increases steadily for shorter durations. The curve is usually seen rising at the 1ms mark.[1]

This curve depicts a normal, innervated muscle.

Complete Denervation[edit | edit source]

This is also called a "muscle curve". All nerve fibers supplying the muscle have degenerated. The curve is characteristically steep and shifted to the right. The intensity keeps increasing when lowering the duration below 100ms. There is no response seen at very short durations.[1]

This curve depicts a completely denervated muscle.

Partial Denervation[edit | edit source]

Some of the nerve fibers supplying the muscles have degenerated while others are intact. A characteristic kink is present in the curve. The right side of the curve represents the denervated part of the muscle while the left side represents the innervated fibers of the muscle.[1]

This curve depicts a partially denervated muscle.

Rheobase[edit | edit source]

It is the minimum intensity of current required to stimulate a muscle at infinite duration. Its normal value ranges between 2 and 18 mA. The rheobase is greater for denervated muscles.[1]

The 'R' on the vertical axis denotes the rheobase value in mA

Chronaxie[edit | edit source]

It is the minimum time required for a current of double the intensity of rheobase to stimulate a muscle. Its normal value is below 1ms. Chronaxie is inversely proportional to excitability. Thus, its value is greater for denervated muscles.[1]

The 'C' on the horizontal axis denotes the chronaxie value in ms

Utilization time[edit | edit source]

It is the time taken by a stimulus of rheobasic strength to excite the nerve and produce a muscle contraction. Below this value, there will be no muscle contraction.[1]

Factors affecting the Strength-Duration Curve[edit | edit source]

  • Skin resistance
  • Subcutaneous tissue like fat
  • Temperature
  • Electrode size, material and placement
  • Age of the subject
  • Fatigue

Advantages of the Strength-Duration Curve[edit | edit source]

It is quick and easy to perform. It requires minimal training. It is economical in comparison to other clinical tests.[1]

Disadvantages of the Strength-Duration Curve[edit | edit source]

It only provides qualitative data in relation to the degree of denervation. It cannot locate the site of the lesion. In large muscles, only a few fibers can be studied due to the limits of the method.[1]

Clinical Significance[edit | edit source]

It ascertains the excitability of the nerve and thus, can detect the magnitude of nerve damage. It can show recovery over a period of time. It is a valuable diagnostic and prognostic tool. It is usually performed after 3 weeks of nerve injury to allow for Wallerian degeneration.[1]

The intrarater reliability (r = .541) is lower than interrater reliability (r = .945), this was attributed to normal physiological variation in subjects.[2]

Reference[edit | edit source]

  1. 1.0 1.1 1.2 1.3 1.4 1.5 1.6 1.7 1.8 1.9 Forster A, Palastanga N, editors. Clayton's Electrotherapy: Theory and Practice. 8th edition. New Delhi: CBS Publishers. 2005
  2. Nelson RM, Hunt GC. Strength-duration curve: intrarater and interrater reliability. Physical therapy. 1981 Jun 1;61(6):894-7.