"It's the simple Brain Necessities"
The cerebellum connects to the posterior brainstem by large bundles of fibers referred to as ______________.
what is peduncles?
Name the condition that is due to a lack of dopamine.
What is Parkinson's disease?
It is a hypokinetic movement disorder and it is the MOST common basal ganglia motor disorder.
It interferes with BOTH voluntary and automatic movements
name the tract that is the MOST important pathway controlling voluntary movements
what is the lateral corticospinal tract?
This tract crosses at the medulla
Sensory hair cells in the semicircular canals contain kinocilia and stereocilia. Describe the relationship of these structures in each hair cell that leads to inhibition.
what is the deflection of the stereocilia AWAY form the kinocilia in each hair cell that leads to inhibition (hyperpolarization)?
there is a single kinocilia and a tuft of stereocilia that generate action potentials in response to the cupular deflection.
Define pain including each of the major components.
what is an unpleasant sensory AND emotional EXPERIENCE associated with actual OR potential tissue damage, or described in terms of such damage.<img data-fr-image-pasted="true" 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
Define a neuron type with the following description: appears to have a single projection form the cell body that divides into 2 axonal roots. It has two axons and no true dendrites.
what is pseudounipolar?
NOTE: this is a sublcass of bipolar cells
Name the concept: axons branch so that one presynaptic neuron may synapse on multiple target neurons.
what is divergence?
Name the medial motor pathways.
what is the anterior corticospinal tract?
what is the reticulospinal tract?
what is the vestibulospinal tract?
what is the tectospinal tract?
an otolith organ that responds to horizontal linear acceleration and static head tilt.
what is the utricle?
The saccule is the other otolith organs and it responds to vertical linear accleration
Substance P, a molecule that has a role with the nociceptive response helps to stimulate mast cells to release _____________.
what is histamine?
histamine helps to further sensitize neurons
Name the 4 structures that make up the diencephalon.
What is the thalamus, hypothalamus, epithalamus, and subthalamus?
THALAMUS=large, egg-shaped collection of nuclei in the center of the cerebrum; helps relat info to the cerebral cortex
HYPOTHALAMUS=inferior to the thalamus; maintains body temp and control
EPITHALAMUS=posterosuperior to the thalamus; it attaches to the pineal gland which helps with the secretion of other glands
SUBTHALAMUS=inferolateral to the thalamus; part of neural circuit and helps control movement
the main inhibitory neurotransmitter in the brain that helps to hyperpolarize target cells by allowing chloride ions to enter into the cell.
what is GABA (gamma-aminobutyric acid)
NOTE: glutamate is the primary excitatory neurotransmitter of the CNS
define flaccidity.
what is the LACK or resistance to passive stretch?
NOTE: muscle tone is the resistance to stretch in the resting muscle and hypotonia is an abnormally low resistance to passive stretch.
a type of hearing loss that is responsible for 90% of hearing loss in the elderly.
what is sensorineural hearing loss?
This is the damage to the structures of the inner ear (including hair cells) --> can be caused by loud noises; irreversible
It is commonly treated with hearing aids and cochlear implants
The other types of hearing loss are conductive hearing loss and central hearing loss
Rapid adapting mechanoreceptors that respond to heavy pressure and low frequency vibration (flutter) are called _________________.
What is Meissner's corpuscles?
The basal ganglia is made up of several nuclei. Name the nuclei that make up the lenticular nucleus ("lens shaped").
what is the putamen and globus pallidus (both the internal and external segment)?
The 3 nuclei are: putamen, globus pallidus, and caudate in the cerebrum. Also the subthalmic nucleus is located int he diencephalon and the substantia nigra is located within the midbrain
speed of information processing on neurons throughout the body is determined by 3 things
what is...
1. diameter of axons?
2. degree of axonal myelination?
3. # of synapses in the pathway?
what tract has the following function:
increases alertness and arousal in response to nocicpetive stimuli
what is the spinoreticular tract?
the destination of this tract is the reticular formation and this tract helps with nociicpetion
Gaze stabilization requires a couple of reflexes to be intact while the head is in motion. Name these reflexes.
What is Vestibulo-ocular reflex (VOR)?
what is optokinetic reflex?
VOR --> the ability to reduced bouncing of an image while walking and so your eyes can remain steady on stationary objects while the head and body moves.
Optokinetic reflex --> adjust the position of the eyes during slow head movements so when walking , the head moves in relation to objects in the environment.
Name the 5 types of ion channels that are replaced every 48 hours.
What is temperature, stress, movement, immune, and blood flow?
Name which deep cerebellar nuclei is the largest, receives input from lateral cerebellar hemispheres, and is active just before voluntary movement
what is the dentate nucleus?
The other deep cerebellar nuclei are: emboliform nucleus, globose nucleus, and fastigial nucleus
I am working with a patient and I see the following clinical presentation: weakness, drooping eyelid, double vision, and difficulties with speech, chewing, swallowing, and/or breathing. Name the disease that may present in the following way.
what is myasthenia gravis?
This is a disease where there is a loss of ACh receptors at the neuromuscular junction.
You are seeing a patient with a chronic SCIs and as you would expect they present with some abnormal reflexes. Name the 3 most common abnormal reflexes for this patient.
what is muscle stretch hyperreflexia?
what is clonus?
what is clasp-knife response?
name the steps of the visual pathway for visual attention and orientation. (HINT: 5 steps total)
what is the visual pathway of ... 1) optic nerve --> 2) optic chiasm --> 3) optic tract --> 4) bracium of superior colliculus --> 5) pretectal area and superior colliculus ?
Be sure to be able to explain the impact of a lesion at each of these points.
Name this concept: the maximum intensity of a pain-producing stimulus that a subject is willing to accept in a given situation.
pain tolerance level
NOTE: a pain threshold is the minimum intensity of a stimulus that is perceived as painful.