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Ocular Disease
Orbit and Cornea
138
Pathology
Professional
12/06/2011

Additional Pathology Flashcards

 


 

Cards

Term
Anopthalmos versus microphthalmos
Definition

Anopthalmos: complete absence of ocular tissue within the orbit

 

Microphthalmos: abnormal smallness of one or both eyes (pure or nano- absence of other ocular defect)

 

Term
Craniosynostosis
Definition

Some or all of the sutures in the skull of an infant that close too early. This can cause problems with normal brain and skull growth.

Results in craniostenosis, skull deformity, and intrecranial pressure can be increased.

Term
Normal values of exophthalmos for Asian, Caucasian and Black races
Definition

Black: 24 mm

Caucasian: 20 mm

Asian: 18 mm

Term
Scaphocephaly
Definition

Elongation of the anterior-posterior axis

Long narrow head that looks like inverted boat

 

Suture that closed too early: sagittal

 

Term
Trigonocephaly
Definition

Fusion of the metopic and frontal suture that joins the 2 halves of the frontal bone. Baby has high forehead and V shaped head

 

Term
Brachycephaly
Definition

Flat head syndrome

Coronal suture fuses prematurely.

Shorted front-to-back diameter of the skull

Head is wide

[image]

Term
Oxycephaly
Definition

Tower skull or high head syndrome

Premature closure of the coronal and lambdoidal suture

 

Term
Plagiocephaly
Definition

Flattening of back or side of the head

Oblique slant

[image]

Term
Hypertelorism
Definition

abnormally large PD

Associated with cleft palate, nose and upper lip

Term
Orbital Dystopia
Definition

vertical mal-alignment of the orbit

Can be congenital or acquired

Term
Crouzon's Syndrome
Definition

autosomal dominant

premature closure of cranial base sutures, orbit, and maxillary complex of skull bones

(usually brachycephaly)

[image]

Term
Symptoms of Crouzon's syndrome
Definition

wide set bulging eyes

shallow eye sockets

beaked nose

underdeveloped jaw

dental problems (high palate, irregular teeth)

hearing loss (narrow ear canals)

possible cleft lip and palate

Term
Ocular signs of Crouzon's syndrome
Definition

Exophthalmos

Hypertelorism

V pattern exotropia

Exposure keratopathy

Optic atrophy

Term
Ocular associations of Crouzon's
Definition

Aniridia

Blue sclera

Cataract

Ectopic lens

Glaucoma

Megalocornea

Optic nerve hyperplasia

Term
Apert's Syndrome
Definition

Autosomal dominant

Acrocephosyndactyly (brachycephaly and or oxycephaly, severe symmetrical syndactyly of hands and feet)

 

[image]

Term
Ocular signs of Apert's Syndrome
Definition

Proptosis

Hypertelorism

Exotropia

Corneal exposure

Optic atrophy

 

Term
Other signs of Apert's
Definition

High cleft palate

Low set ears

Organ anomalies

Mentally handicapped

Term
Mandibulofacial Dysostosis
Definition

Hypoplasia of the zygomatic, maxilla and mandible

Indistinct inferior orbital margin

Lower eye lid malformation (coloboma or ectropian)

Downward sloping fissures

[image]

Term
Goldenhar Syndrome
Definition

incomplete development of ear, nose, soft palate, lip and mandible on 1 side of the face

most internal organs are underdeveloped

prominent scoliosis

lipodermoid, epibulbar dermoid cyst

hearing loss

eyegrowths are benign and re-occuring

 

Term
Pierre Robin Syndrome
Definition

unusually small mandible (micrognathia)

posterior displacement or retraction of the tongue

upper airway obstruction

cleft palate

Term
Hallerman Strief Syndrome- symptoms
Definition

Dyscephaly (head malformation)

Dental anomalies

proportionate nanism

hypotrichosis (few lashes)

cutaneous atrophy limited to the head

bilateral congenital cataracts

bilateral microphthalmia (small eyes)

[image]

Term
What is a meningocele?
Definition
A congenital defect where the meninges of the brain protrude through the obirt. Full of CSF
Term
What is an encephalocele?
Definition

A neural tube defect where a sac-like protrusion of the brain or meninges pushes down.

Can lead to exophthalmos and pulsating proptosis.

Term
What is a mucocele?
Definition
A sinus infection/trauma/allergy/tumor that becomes a mucous filled cyst
Term
What are the symptoms of a mucocele?
Definition

History of facial trauma or chronic sinus disease

Mid 40s or older

Painless, gradual proptosis

Headaches

Double vision (diplopia)

Loss of vision

Perorbital or upper lid edema

Epiphora

Term
What are the four diseases of orbital inflammation?
Definition

orbital cellulitis

preseptal cellulitis

cavernous sinus thrombosis

orbital pseudotumor

Term
Where is orbital cellulitis found in relation to the orbital septum?
Definition
Behind it
Term
What causes orbital cellulitis?
Definition
Sinus infection, orbital fracture, dental infection, orbital trauma, post-surgery
Term

Symptoms of orbital cellulitis?

[image]

Definition

Sick, systemically ill

Febrile/fever

malaise

Headaches

Rhinorrhea (snotty nose)

Purulent nasal discharge

Term
Clinical signs of Orbital Cellulitis
Definition

Unilateral condition (one eye)

Lid edema, erythema, warmth, tenderness

Conjunctival chemosis

Pain upon paliptation

Restricted EOMs

Proptosis/exophthalmos

Dark red discoloration of eyelids

Resistance to retropulsion of the globe

Raised IOPs

Decreased VAs (retinal vascular occlusion, optic neuropathy)

Term
Treatment for Orbital Cellulitis?
Definition

Get hospitalized, homeskillet.

 

IV antibiotics

Term
Where is the infection in prespeptal cellulitis?
Definition
Anterior to orbital septum
Term
Describe EOMs and eye proptosis for preseptal cellulits?
Definition

Normal EOMs

No exophthalmos

Term
Symptoms of preseptal cellulitis
Definition

Little reduction in VA

febrile (mild)

pain

conjunctivitis

epiphoria

blurred vision slight

 

Term

What is cavernous sinus thrombosis?

 

Definition
Late complication of an infection of central face, paranasal sinus, or due to trauma
Term
What other disease does cavernous sinus thrombosis resemble?
Definition
Orbital cellulitis
Term
Signs of cavernous sinus thrombosis?
Definition

headaches

bilateral

proptosis, chemosis, eyelid edema

cranial nerve signs

fever, nausea, vomiting

altered consciousness

orbital pain and fullness

periorbital edema and visual disturbances

appear in contralateral eye by spreading via communicating veins

increased IOPs

pupil response are sluggish

grey matter may be inflamed (chills, sweats, seizures, sleepy)

Term
What is an orbital pseudotumor?
Definition

chronic diffuse inflammation of the soft tissue of the orbit causing a granuloma.

abrupt painful onset

Term
What are the symptoms of an orbital pseudotumor?
Definition

Limitation of gaze

Mild orbital ache

Perioribital and Conj injection/chemosis

Exophthalmos and Proptosis

Dry eye

Periorbital tissue edema

Decreased VA

Diplopia

Chroidal folds (retina wrinkled)

 

Term
How do you diagnose orbital pseudotumor?
Definition

Diagnosis of exclusion.

Rule out that it's not infectious disease.

Term
Treatment of orbital pseudotumor?
Definition

Oral prednisone.

self limiting disease (benign)

But can cause serious ocular damage and possible vision loss from optic nerve compression.

Term
What is orbital myositis?
Definition

When orbital pseudotumor involves extraocular muslces

third most common orbital disorder

Inflammation of EOMs

Term
Symptoms of Orbital Myositis
Definition

Proptosis

Conj edema

Limited EOMs

sudden onset (painful)

Lid edema, ptosis

Injection over involved muscle

Term
What is orbital apex syndrome?
Definition
When orbital pseudotumor affects the orbital apex
Term
What does a patient with orbital apex syndrome present with?
Definition

Pain

Proptosis

VA loss

Defects with CN III, IV and VI

Afferent pupillary defect

Term
Name 3 Vascular Eye Diseases
Definition

Intermittent exophtalmos

Pulsating exophthalmos

Carotid cavernous fistula

Term
What is intermittent exophtlamos?
Definition

Popping Eye syndrome

Non pulsatile (no bruits heard)

eye is pushed out of socket

Uncommon and untreatable

Term
What is the varix type of Intermittent Exophthalmos?
Definition

congenital enlargement of venous channels (dilation)

Proptosis occurs when there is an increase in venous pressure (valsalva, coughing)

Term
What is pulsating exophthalmos?
Definition

bulging eyeball that is pulsating

eye pops out of socket, has pulse

bruits heard

rare and painful

secondary to trauma

Term
What is a carotid cavernous fistula?
Definition

Abnormal communication between arterial and venous system within the cavernous sinus

Aneurysm and fistula in the carotid artery (rupture in artery wall)

Secondary to trauma

congestion of orbital and conj veins

Term
Symptoms of Carotid Cavernous Fistula?
Definition

Pulsating exophthalmos, proptosis

Bruits

Progession Va loss

dilated veins in the orbit

headaches

pain

Term
Diagnosis and Treatment of Carotid Cavernous Fistula?
Definition

Diagnosis: arteriography

Treatment: surgery

Term
Direct vs Indirect for Carotid Cavernous Fistula
Definition

Direct: ICA defects, head trauma, tortuous engorged veins

Indirect: dural shunt of meningeal branch, congenital or spontaneous, red eye, high IOPs, often misdiagnosed,

Term
Two causes of hyperthyroidism?
Definition

Grave's Disease

toxic multi-nodular goiter

Term
Symptoms of hyperthyroidism
Definition

Excessive fatigue

Tachycardia

Tremor of fingers

Profuse sweating

Elevated BP

Weight loss

Diarrhea

Staring gaze

Muscle weakness

 

Term
Diagnosis of hyperthyroidism
Definition

Elevated T3, T4 and T7

TSH decreased

Term
Treatment of hyperthyroidism?
Definition

anti-thyroid drugs

radioactive iodine tx

surgery to remove gland

Term
Mild form of Grave's?
Definition

sympathetic over-activity

globe is moveable

more common in women

Term
Severe form of Grave's?
Definition

Antibodies to EOMs tissue and orbital fat

Inflamm and edema, fibrosis

(can have fast and slow phase)

Term
Grave's workup and treatment?
Definition

Complete eye exam, VF testing, forced duction test

Orbital sonography, CT scan of orbit

thyroid function test

 

Tx: can monitor, lubricate eyes, sleep with head upright

Oral steroids if more serious, can Rx prism, surgery

Term
What is involved for Grave's to become dysthroid ophalmopathy?
Definition

hyperthyroidism with ocular involvement.

May appear before systemic issues.

Can cause proliferation of orbital fat, connective tissue and lacrimal glands

Term
Lid signs of Grave's ophthalmopathy?
Definition

eye lid retraction cause by over stimulation of smooth muscle retractors.

Inflammation and fibrosis (mueller's, levators, IR)

Term
Define NOSPECS
Definition

N- no physical signs of symptoms

O- only signs no symptoms (lids)

S- soft tissue involvement

P- proptosis

E- EOM involvement

C- corneal involvement

S- sight loss (optic nerve involved)

Term

Dalrymple's sign:

Vongraefe's sign:

Kocher sign:

Mobius sign:

Definition

Dalrymple's sign: widened fissure, retraction of upper lid in primary gaze

Vongraefe's sign: lid lag on inferior gaze

Kocher sign: frightened scare

Mobius sign: pain and EOM weakness on convergence

Term

Mean's sign:

Stellwig's sign:

Griffith's sign:

Boston's sign:

Definition

Mean's sign: lag of glode on upward gaze

Stellwig's sign: infrequent blinking

Griffith's sign: lag of lower lid on upward gaze

Boston's sign: jerky lid lag

Term

Rosenbach's sign:

Gifford's sign:

Enroth's sign:

Definition

Rosenbach's sign: tremor of closed lid

Gifford's sign: difficulty everting upper lid

Enroth's sign: lid puffiness

Term
Symptoms of soft tissue involvement for Grave's
Definition

Lacrimation

Gritty sensation

Retrobulbar discomfort

Photophobia

Irritation

Painless periorbital and lid swelling

Conjunctival hypermia

Chemosis

Superior limbic keratoconjunctivitis (SLK)

Lagopthalmos

Term
Symptoms of EOM involvement for Grave's
Definition

(Most common cause of exophthalmos in adults)

Sudden onset diplopia

EOMs defective

Proptosis may be permanent

Increase in IOP

Term
How do you determine corneal involvement in Grave's?
Definition

Dry eye signs

Ulcerations

Corneal clousing, pannus

Necrosis and perforation

Term
Symptoms of Sight Loss level in Grave's
Definition

Direct compression of optic nerve

Slow progressive central vision loss

Early Red Green colour loss

VF defect, central or paracentral scotoma

Optic atrophy

Term
Symptoms of hypothyroidism
Definition

inflamed thyroid gland incapable of producing sufficient hormone

myxedema: baggy eyelids

hair loss on outer eyebrows

cortical lens opacities

grey opacities at sup cornea

bilateral retroneuritis

open angle glaucoma

Term
systemic symptoms of hypothyroidism?
Definition

Lethargy

weakness

weight fain

dry thick skin

Hair loss

cold introlerance

depression

bradycardia

 

 

 

Term
what is a dermoid cyst?
Definition

cystic teratoma

contains mature skin and hair follicles, sweat glands

clumps of long hair, sebum, blood, fat, bone, nails.

it's pretty much your twin on your eyeball

Term
what is a capillary hemangioma?
Definition

benign endothelial cell tumor

strawberry mark from dilated capillary beds

proptosis increases when crying

Term
What is a cavernous hemanigoma?
Definition

common benign tumor in adults

growth grows behind the muscle cone, axial

slow unilateral proptosis

encapsulated

Term
What is a rhabdomyosarcoma?
Definition

Most common type of malignant orbital tumor.

Can metastasize

Presents in young kids and progesses fast

Term
Definition of enucleation
Definition
removal or the eyeball (entire globe), orbital contents remain
Term
Evisceration
Definition
Removing entire contents of the globe leaving the scleral shell and sometimes the cornea is left intact
Term
Exenteration
Definition
Entire removal of the orbital contents including the eyeball, EOMs, fat and cT
Term
Two common sites of blow out fractures
Definition

Lamina papyrcea of ethmoid

Floor of orbit (where infraorbital groove is)

Term
Common symptoms of blow out fractures?
Definition

Pain

Binocular double vision

Eyelid swelling

Black eye

Ptosis

Restricted EOMs

Subcutaneous emphysema (crepitus)

Decreased sensation along IO nerve

Enophthalmos (eye retracted)

Term
If the diplopia persists for 10-14 days after a blow out fracture, what is the treatment?
Definition
Surgery
Term
What is orbital emphysema?
Definition

Direct communication between the ethmoid sinus and the orbit

Can be remnant of fracture or congenital

 

Term
What is posterior embryotoxin?
Definition
Thickened anteriorly displaced Schwalbe's line
Term
What is Axenfeld-Reiger's Syndrome?
Definition

Bilateral posterior embryotoxin with iris stands attached to it

Can have a peripheral anterior synechiae and hypoplasia of the anterior iris stroma

Iris can be atrophied, mishaped pupil

dental, craniofacia, skeletal abnormalities      [image]

Term
What is Peter's Anomaly?
Definition

Axenfeld + anterior and central synechia

Central cornal opacity and underdeveloped iris with adhesions peripherally and in central cornea

Defects in Descemet's, endothelium, and cornea stroma swells

Prognosis: poor[image]

Term
Define corneal degeneration?
Definition

Changes in tissue that cause deterioration and impair function

Can occur due to aging or disease

Unilateral or bilateral

May be asymmetric

No genetic linkage

Commonly affects peripheral cornea and associated with vascularization

Term
What are the specific changes seen during corneal degeneration?
Definition

Flattening of vertical meridian

Thins peripherally

Increased stromal relucency

Decreased transparency and luster

Corneal nerves more visible

Term
What are the specific changes during conjunctival degeneration?
Definition

Gets thinner, less transparent, more elastic

Conjunctivochalasis

Vessels more prominent and tortuous

Term
Define pingecula
Definition

Yellow , gray-white elevated nodule on the conj adjacent to the limbus Commonly seen nasally, bilaterally

Caused by sunlight, age, exposure to dust, lid closures

Pts can be asymptomatic or experience irritation

Tx; artificial tears, vasoconstrictor, topical steroids, excision

Term
What is limbal girdle of Vogt?
Definition

Narrow crescent, yellow-white line running along the nasal and temporal limbal areas of the cornea

Occurence depends of light exposure

No clinical significance

Term
What is a corneal arcus?
Definition

Bilateral hazy ring of yellow-white deposits (cholesterol, TGs, PLs) in the peripheral cornea

Extends from Descemet's to Bowman's

Presence in young ppl -- may have coronary heart disease

If only in one eye--check for carotid disease (plaque buildup)

Do lipid profile

Term
What is mosaic shagreen? (crocodile)
Definition

bilateral gray polygonal opacities separated by clear spaces

Can be anterior or posterior, prominent centrally

Rarely decreases VAs

Seen in eldery

Term
What is a corneal farinata?
Definition

Tiny dust-like particles that are in the deep stroma

More common in eldery

Doesn't decrease VA

composed of lipofusin

Term
What are Hassal-Henle bodies?
Definition

Localized thickening in the corneal periphery

Seen in eldery

The bodies project towards anterior chamber

 

Term
What is a dellen?
Definition

Areas of localized thinning of the cornea or sclera caused by tear film instability and dryness

(Chunk of ice under the windshield wiper)

In peripheral cornea adjacent to elevations in conj

Reversible

Tx: lubricating ointment

Tx: Pressure patch, see the next day for f/u

Term
What's a pterygium?
Definition

Fibrovascular overgrowths of the bulbar conj onto the cornea

Triangular and horizontal

Usually nasal

Gray avascular zone lies at apex, Stocker's line (iron line) in front

Asymptomatic, but can cause photophobia, tearing, and foreign body sensation

Tx: protect eyes (sunglasses), artifical tears, vasoconstrictor, steroid, excision

Term
What is a furrow degeneration?
Definition

Rare idiopathic thinning between arcus and limbus (in the clear area)

Non-inflamm and asymptomatic

Epi is intact, no vascularization or perforation

Nonproressive

Term
What is Terrien's Marginal Degeneration?
Definition

Uncommon marginal thinning

Opacities and sup vascularization begin superior nasally

Puncate stromal opacities surrounded by clear

They coalesce, vessels extend over them, stroma thins

Thinning is arcuate shaped

Yellow line is seen at central edge of thinned area

[image]

Term
What is pellucid marginal degeneration?
Definition

Bilateral, noninflamm peripheral corneal thinning and ectasis of inf cornea (between 4 an 8 o'clock)

Stroma is clear

Thinning is 1-2mm in width, separated from limbus by 1-2mm of clear cornea

The central cornea is normal thickness but protrudes out due to +IOPs

Creates ATR astigmatism

[image]

Term
How do you treat pellucid marginal degeneration?
Definition

Contact lens

PK

(misdiagnosed as keratoconus)

Term
What is Mooren's ulcer?
Definition

Rare autoimmune inflammatory process

Preipheral thinning with ulcerative keratitis causing destruction of the epi, Bowman's and ant stroma

Spreads along circumference and centrally

Stroma thinned and covered by neovascularization

Secondary to ant. uveitis

 

Term
How do you treat Mooren's ulcer?
Definition

PredForte 4-8 times/day

cycloplegics

Bandage CL

Term
What is band shaped keratopathy?
Definition

Calcification (due to hypercalcemia from drugs, inflamm, or disease) that develops in the eyes

Seen in interpalpebral areas

begins in periphery, extend to visual axis

A clear, lucid interval is seen between the calcific band and limbus

Term
What systemic disease is associated with band-shaped keratopathy?
Definition
Uric acid of gout
Term
Treatment of band shaped keratopathy?
Definition

Mild: artificial tears (for FB sensation)

Severe: remove calcium with EDTA

Antibiotics

Cyclo drop

Pressure Patch

Term
What is spheroid degeneration?
Definition

Spherical brown gold drops on subepi layers of conj and cornea

Drops start peripherally (3 and 9 o clock) and advance centrally

May darken over time

Located in superifical stroma (??)

Term
What is Salzmann's degeneration?
Definition

Noninflamm condition

Elevated bluish white (sometimes yellow) subepi corneal nodule

Arranged in a circle around pupil

Appear adjacent to an area of previous scarring

Develop slowly, asymptomatic unless over visual axis

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

Term
What is lipid degeneration?
Definition

Dense, yellow-ehite opacities that fan out with feathery edges from blood vessels

Multicolored crystals (cholesterol) seen at edges of opacities

Opacity develops fast

associated with trauma, ulceration, hydrops, interstitial keratis, herpes zoster

 

Tx: argon laser, corneal transplant

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

Term
What are corneal pigmentations?
Definition

Pigment dusting of the endothelium

Common again change

Can develop into Krukenberg's spindle--pigment in TM that blocks outflow (check IOPs)

Term
Where is Ferry's (iron) line?
Definition
In front of a filtering bleb (last resort for glc pts)
Term
Where is Stocker's line?
Definition
Advancing edge of pterygium
Term
Where is Hudson Stahli's line?
Definition
Where the lids meet (normal aging)
Term
Where is Fleisher's ring?
Definition
at the base of the keratoconic ring
Term
Describe Kayser-Fleischer Copper Ring
Definition

Peripheral copper deposits in Descemet's

Green-brown band in corneal periphery

seconday to Wilson's hepatolenticular degeneration

 

Tx: determine if they have copper metabolism issues, refer to internist

 

Term
What is Coat's White Ring?
Definition
small corneal opacity that is residue of previous injury by metallic foreign body
Term
Describe corneal dystrophies
Definition

Begins in 10-20 year olds

Bilateral symmetrical, slowly progressive

Effects central cornea more than peripheral

Located in one cornea layer

Avascular

No associated systemic disorders

Eye is otherwise normal

Term
What is Meesman's dystrophy?
Definition

Begins at 6 months old

Epithelial vesicles

Asymptomatic until adulthood, then irritation, photophobia, lacrimation

 

Term
Epithelial basement membrane dystrophy?
Definition

Occurs between 40-70 years of age

More common in females

Disorder of the basal lamina

Also called map-dot-blot-fingerprint dystrophy

Most pts asymptomatic--but epi erosions and decreased VA can occur

Term
Treatment of EBMD?
Definition

For epi erosion: cyclo, antibiotic, pressure patch

After epi is healed, use hyperosmotic drop

Use soft water CL to discourage erosion

Can use RGP to increase VAs

Term
What is Reis-Buckler's Dystrophy?
Definition

Bilateral, symmertic symptoms begin at 5 years old

Recurring attacks of erosion produce photophobia, FBS, injection, and pain

VA's deteriorate at 20 years old

Fine opacificatios of Bowman's-- corneal clouding with opacities

Term
What is anterior membrane dystrophy of Grayson Willbrandt?
Definition

Onset 10-11 years old

Moundlike opacities with gray-like, macular appearance

VA variable 20/20--20/200

possible of Reis-buckler but has a later onset, infrequent erosions

Term
What is honeycomb dystrophy of Theil and Behnke?
Definition

bilateral, begins in childhood

progressive course of honeycomb-shaped erosion and decreased VA

VA beomce 20/100 in 40-60 years old

Corneal erosions cease b/w 30-50 years old

 

Term
Granular Dystrophy
Definition

apparent in 1st decade of life

Small, demarcated gray-white opacities separated by clear tissue

VA is fine, no discomfort

As it advances, lesions become larger, increase in number and coalese into stroma

Looks like a Christmas tree

Term
What is lattice dystrophy?
Definition

bilateral, VA impaired gradually

requires corneal transplants by 20s-30s

appear as fine lines, dots, ovals of opacities in subepi

may appear as haze in anterior stroma

opacities coalese

Term
How do you treat lattice dystrophy?
Definition

cyclo, antibiotics and pressure patch for epithelial erosion

then use hyperostmotic drop (after healing)

thick CL will discourage erosions and mask irregular astigmatism

Term

What is macular dystrophy?

 

Definition

Progressive vision loss, irritation and photophobia

Recurrent erosions may occur

VA severly impaired by 20s- 30s, opacification involves entire corneal thickness by teens

clinical manifestation between 3 and 9 (diffuse clouding in central cornea)

with time clouding extends peripherally and deepens

opacities have distinct borders and protrude anteriorly (causes irregular epithelial surface)

Term
What is gelatinous droplike dystrophy?
Definition

rare form of primary famililal amyloidosis of cornea

appear in 10s and 20s,

redness, irritation, photophobia, lacrimation, decreased VAs

bilateral, central, raised multinodular supebi mounds of amyloid

start white, become yelloe

late stages = cornea has mulberry appearance, profound VA loss

Term
What is Fleck's dystrophy?
Definition

no VA loss

some photophobia

semiopaque flat opacities, oval or comma shapped

appears in 10s, bilateral, asymetric, or unilateral

associated with: keratoconus, limbal dermoids, cetnral dystrophy etc

Term
What is central crystallie dystrophy of Schnyder?
Definition

VA not affected

bilateral, ring shaped opacities that has needle shaped crystals

centra cornea (ant stroma)

may be due to hyperlipidemia

Term
Describe pre-Descemet's dystrophies
Definition

resemble corneal farinata, but larger and more polymorphous

consistes of six types of tiny, deep, stromal opacities

dendritic, stellate, boomerang, circular, dot, comma, linear, axial

Term
What is anterior keratoconus?
Definition

congenital, appear in 30-40s

scissor reflex, muson's sign and fleisher's ring

apex of cornea thins in proportion to disease progression

Vogt's striae

fine stromal scars at cone apex (rupture of Bowman's)

corneal hydrops

Tx: glasses, RGP CLs, penetrating keratoplasty

Term
What is keratoglobus?
Definition

rare, bilateral, globular cornea

highly myopic and astigmatic

stroma thinned

acute hydrops

no CLs (risk of perforation), keratoplasty difficult

Term
What is posterior keratoconus?
Definition

rare, focal increase in curvature of posterior corneal, normal anterior

present at birth, nonprogressive

Term
What is Fuch's dystrophy?
Definition

Loss of endothelial cells, corneal guttata, stromal edema, epi edema, corneal scarring

guttata: dewdrop like endothelial excrescence

endo cell's function lost

Term
Treatment of Fuch's?
Definition

Hyperosmotic drops

Hair dryer to dry out eyes for 5-10 mins

bandage CL relieves pain

PKP when VA is resuced

Term
What is congenital hereditary endothelial dystrophy?
Definition

recessive form present at birth

dominant form associated with deafness

bilateral diffuse corneal edema

corneal thickness 3x greater

opacity staionary, progresses slowly

Tx: penetrating ketaoplasty

Term
What is posterior polymorphous dystrophy?
Definition

bilateral, asymmetric (rarely unilateral)

deep corneal lesions of various shapes

gray white opacities that are thickening of Descemet's, borad bads with white scalloped margins

some are congenital

normal VA

Tx: PKP if corneal edema, otherwise nothing

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