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Ch 2 continued
Nervous system: CNS & PNS
34
Psychology
Undergraduate 3
09/16/2012

Additional Psychology Flashcards

 


 

Cards

Term
Spinal Cord
Definition

long cylinder of nerve tissue from medulla (Myelencephalon) to first lumbar vertebra

 

5 sections of spinal cord

Term
5 segments of Spine
Definition

Cervical

Thoracic (largest)

Lumbar

Sacral

Coccygeal

Term
functions of Spinal Cord
Definition

 

  1. funnel sensory info to brain (ventral side of spine)
  2. transmit motor commands: brain -> body (dorsal side)
  3. protective reflexes (motor response reflexes contained entirely in spinal cord)
Term
Corticle vs Spinal Nerves
Definition

12 pair of Corticle, 31 pair Spinal

 

Corticle nerves can be ONLY sensory, ONLY motor, or Mixed

 

Spinal nerver are ALL Mixed

Mixed: 1 afferent sensory nerve + 1 efferent motor nerve

 

Term
Mixed Nerves in Spinal Cord
Definition

 

1 afferent (sensory) nerve from dorsal side (body --> CNS)

 

+  1 efferent (motor) nerve from ventral side (CNS -->body)

Term
Main Features of the Brain's Convolutions
Definition

 

Gyri - the "hills"

 

Sulci - the "vallys"

 

...fissure - the "deep vallys"

Term
Sylvian Fissure/ lateral sulcus
Definition
the sulcus/fissure that separates the fronal and parietal lobes from the temporal lobe
Term
Central Sulcus
Definition

Sulcus that separates the Frontal and Parietal Lobes

 

(there are then the pre- and post-central gyri)

Term
Precentral Gyrus
Definition

primary motor area

 

located in the frontal lobe

Term
Postcentral Gyrus
Definition

primary sensory area

 

in parietal lobe

Term
what are the 4 Cortical Lobes and their main functions?
Definition

Frontal- personality, executive functioning, motivation, decision making

 

Parietal- sensory integration/association

 

Temporal -audition

 

Occipital - vision

 

Term
Gray vs White Matter
Definition

 

Gray matter = group of neurons in the cortex

in CNS- nuclei

in PNS - ganglia

 

 

White matter = bundle of axons

in CNS - tract

in PNS - nerve

Term
White Matter in CNS vs PNS
Definition

White matter = bundle of axons

 

 

in CNS - tract

 

in PNS - nerve

Term
Gray matter in CNS vs PNS
Definition

Gray matter = group of neurons in the cortex

 

 

 Gray matter in CNS- nuclei

 

Gray matter in PNS - ganglia

 

Term
White Matter Tracts (in CNS)
Definition

 

 

- corpus callosom

 

- anterior comissure

 

 

connect the left and right cerebral hemispheres

Term
Cortical Layers
Definition

6 layers that vary

 

-different types of cells

- different density levels of cells

- differnt patterns of dendrites & axons & function

 

Term
where are the motor and sensory cortexes found?
Definition

motor - in precentral gyrus

 

sensory - in postcentral gyrus

Term

what are the Developmental Subdivisions of the brain?

 

 

 

 

 

 

 

 

 

also, reference slides 6-10 of "04_05_CNS_2012910" pdf

Definition

hindbrain: myelencephalon - medulla

               + metencephalon - pons + cerebellum

 

midbrain: mesencephalon - ...

 

forebrain: diancephalon - thalamus + hypothalamus

              + telencephalon - cortex + basil ganglia +.                                                             limbic system

 

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

Term
Functions of the Medulla/Myelencephalon
Definition

vital functions like:

 

Breathing, heart rate, and blood pressure; contains nuclei serving several cranial nerves

 

Reticular formation     ------ Arousal and attention
(extends into midbrain)

 

medulla/myel-  + met-  = hindbrain

Term
Functions of the Metencephalon
Definition

= Pons + Cerebellum

 

Pons - Sleep/waking cycles

 

Cerebellum - memory, balance, motor control, cognition

Term

Structures and Functions of

 

Midbrain/Mesencephanlon

Definition

Superior colliculi = Visual reflexes


Inferior colliculi = Auditory reflexes

 

Substantia nigra = Motor control

 

 

 

Tectum = sensory processing, roof of midbrain

Tegmentum = potor processing, bottom of midbrain

Term

Forebrain (2 developmental subdivisions)

 

 

Definition
Telencephalon + Diencephalon
Term

Structures and Functions of the

 

Diencephalon

Definition

Thalamus- arousal & conciousness

 

Hypothalamus - regulatory center

Term

Structures and Functions of the

 

Telencephalon

Definition

Cortex - frontal lobe, parietal, temporal, occipital

 

Basal Ganglia - group of structures involved in moement (some in mid and hindbrain)

- striatum: caudate nucleus, putamen, globus pallidus

 

Limbic system - emotion, memory

-amygdala - fear, agression

- hippocampus & fornix - memory

Term
Cerebellar Layers
Definition

molecular layer

 

purkinji cell layer

 

granule cell layer

 

 

 

cerebellum:

part of metencephalon

learning motor sequence, balance, movement

Term
Cortex
Definition

Cortex - varied mental functions

 

frontal lobe, parietal, temporal, occipital

 

 

 

 

part of telencephalon

Term
Basal Ganglia
Definition

Basal Ganglia - group of structures involved in moement (some in mid and hindbrain)

- striatum: caudate nucleus, putamen, globus pallidus

 

 

 

 

 

in Telencephalon (forebrain)

Term
Limbic System
Definition

 

Limbic system - emotion, memory

-amygdala - fear, agression

- hippocampus & fornix - memory

 

 

 

 

in telencephalon (forebrain)

Term
PNS
Definition

Somatic nervous system: Cranial & Spinal nerves

 

 

Autonomic nervous system: Sympathetic & Parasympathetic

Term
Cranial Nerves
Definition

12 pairs

 

sensory, motor or mixed nerves that carry sensory, motor, or mixed info to/from the head & neck mostly

 

 

4 examples:

olfactory nerve - sensor; carries info about smell to brain

optic - sensory; carries info from eyes to brain

auditory - sensory; carries info from inner ear to brain

occulomotor - motor; controls eye muscles

Term
Spinal Nerves
Definition

31 pairs

 

ALL mixed nerves - both sensory & motor

 

sensory info processed by afferent nerves along the dorsal region of the spinal cord

 

motor info processed by efferent nerves along the ventral region of the spinal cord

 

the thoracis region of the spinal cord has the highest # of nerves

 

Term
Autonomic Nervous System
Definition

"sensory & motor innervention to glands/organs"

 

involuntary functions

 

2 opposing systems: sympathetic & parasympathetic

Term
Sympathetic NS
Definition

fight or flight responses

 

from thoracic & lumbar regions of spinal cord

 

sympathetic chain (?)

-sutonomic ganglia - PNS cell bodies....no fucking clue right now

 

- coordinate fight/flight response

 

- neuroepinephrine (neurotransmitter used)

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