| Literature DB >> 19036142 |
Abstract
Neural circuits controlling fast movements are inherently unsteady as a result of their reciprocal innervation. This instability is enhanced by increased membrane excitability. Recent studies indicate that the loss of external inhibition is an important factor in the pathogenesis of several tremor disorders such as essential tremor, cerebellar kinetic tremor or parkinsonian tremor. Shaikh and colleagues propose a new conceptual scheme to analyze tremor disorders. Oscillations are simulated by changing the intrinsic membrane properties of burst neurons. The authors use a model neuron of Hodgkin-Huxley type with added hyperpolarization activated cation current (Ih), low threshold calcium current (It), and GABA/glycine mediated chloride currents. Post-inhibitory rebound is taken into account. The model includes a reciprocally innervated circuit of neurons projecting to pairs of agonist and antagonist muscles. A set of four burst neurons has been simulated: inhibitory agonist, inhibitory antagonist, excitatory agonist, and excitatory antagonist. The model fits well with the known anatomical organization of neural circuits for limb movements in premotor/motor areas, and, interestingly, this model does not require any structural modification in the anatomical organization or connectivity of the constituent neurons. The authors simulate essential tremor when Ih is increased. Membrane excitability is augmented by up-regulating Ih and It. A high level of congruence with the recordings made in patients exhibiting essential tremor is reached. These simulations support the hypothesis that increased membrane excitability in potentially unsteady circuits generate oscillations mimicking tremor disorders encountered in daily practice. This new approach opens new perspectives for both the understanding and the treatment of neurological tremor. It provides the rationale for decreasing membrane excitability by acting on a normal ion channel in a context of impaired external inhibition.Entities:
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Year: 2008 PMID: 19036142 PMCID: PMC2607264 DOI: 10.1186/1479-5876-6-71
Source DB: PubMed Journal: J Transl Med ISSN: 1479-5876 Impact factor: 5.531
Main neurological disorders associated with tremor
| Type of tremor | Diseases |
| Rest tremor | Parkinson's disease |
| "Parkinson-plus" syndromes | |
| Drug-induced Parkinsonism | |
| Stroke | |
| Post-traumatic tremor | |
| Psychogenic tremor | |
| Postural tremor | Essential Tremor |
| Enhanced Physiological tremor | |
| Cerebellar ataxias | |
| Multiple Sclerosis | |
| Post-traumatic tremor | |
| Drug-induced postural tremor | |
| Metabolic diseases | |
| Psychogenic tremor | |
| Kinetic tremor ("intention tremor") | Cerebellar ataxias |
| Essential Tremor | |
| Multiple Sclerosis | |
| Psychogenic tremor | |
| Task-specific | Primary writing tremor |
| Dystonic tremor | |
| Isometric tremor | Primary and secondary orthostatic tremor* |
*Might overlap with essential tremor.
Figure 1Illustration of the main anatomical pathways implicated in tremor. Abbreviations: UMN: upper motor neurons projecting to anterior horn in spinal cord, BG: basal ganglia, stn: subthalamic nucleus, sn: substantia nigra, RN: red nucleus, IO: inferior olivary complex, mf: mossy fibers, cf: climbing fibers, Ia: spindle afferents, MNγ: gamma-motoneuron, MNα: alpha-motoneuron. MN pool: motoneuronal pool.
Clinical and experimental techniques to evaluate tremor
| Tool | Parameter analyzed |
| Clinical scales | Clinical scores of disability |
| Videos | Clinical characterization of tremor |
| Quantification of drawings | Evaluation of tremor in 2 dimensions |
| Surface and needle EMG studies | Assessment of muscle discharges and motor units |
| Goniometers | Position/displacement |
| Gyroscopes | Rotational motion |
| Accelerometers | Acceleration signal |
| Electromagnetic sensors | Changes in magnetic field |
| Optoelectronic devices | Position in 3 dimensions |
| Haptic/Myohaptic devices | Force |
| Textiles integrating position sensors | Displacement/rotation |
| Biomechanical modelling | Interactions torques |
| Neural networks | Simulation of neural circuits |