Epidemiology/RFs
Aortic dissections are more common in ____ aged __ to ___ years old.
Men, 40 to 60
Most common site of an aortic dissection (if percentage given, can choose next question w/ no dice roll).
Ascending aorta, 65%.
Diastolic murmur heard at RSB due to?
Aortic regurgitation (ARMS for diastolic murmurs, Aortic Regurgitation, Mitral Stenosis).
Mortality rate of patients with a Type A dissection and signs of hemorrhage or distal ischemia.
70%
List 2 atypical signs of an aortic dissection.
No chest pain, inability to walk, dyspnea, hoarseness, progressive motor and sensory deficits, lower extremity numbness
Abdominal aortic aneurysms occur most often as a consequence of this.
What is atherosclerosis?
Name the three layers of the aortic vessel, and specify what layer tears to form an aortic dissection.
Intima (tear), media, adventitia
Most common sign on a typical clinical presentation of aortic dissections.
Tearing, ripping anterior chest pain that can radiate to the scapulae, down thorax, and into abdomen
The goal systolic blood pressure to acheive before continuing with surgical repair.
Less than or equal to 110mmHg.
Define conversion disorder.
Mental condition where a person has blindness, paralysis, or other neurologic symptoms that cannot be explained by medical evaluation.
Name 2 collagen disorders that can lead to an aortic dissection.
Marfan, Ehler-Danos, Loeys-Dietz
Replacement of distensible elastic tissue, inadequate ECM synthesis, and accumulation of increasing amounts of amorphous proteoglycans is called___ ____ ____ in aortic aneurysms.
Cystic Medial Degeneration
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InhtcC5paWQ6RjVDNjkwMzIzRkZBRTYxMTkxRDlERUZGMzA1MkMwNDIiIHN0UmVmOmRvY3VtZW50SUQ9InhtcC5kaWQ6RjVDNjkwMzIzRkZBRTYxMTkxRDlERUZGMzA1MkMwNDIiIHN0UmVmOm9yaWdpbmFsRG9jdW1lbnRJRD0idXVpZDoxRjI3M0Y0NDI0NzExMURCODhDMzg4QzhGMUFCMkJGRiIvPiA8eG1wTU06SW5ncmVkaWVudHM+IDxyZGY6QmFnPiA8cmRmOmxpIHN0UmVmOmZpbGVQYXRoPSJmMTAtMjJCLVgyOTczLnRpZiIvPiA8cmRmOmxpIHN0UmVmOmZpbGVQYXRoPSJmMTAtMjJBLVgyOTczLnRpZiIvPiA8L3JkZjpCYWc+IDwveG1wTU06SW5ncmVkaWVudHM+IDx4bXBNTTpNYW5pZmVzdD4gPHJkZjpTZXE+IDxyZGY6bGk+IDxyZGY6RGVzY3JpcHRpb24gc3RNZnM6bGlua0Zvcm09IkVtYmVkQnlSZWZlcmVuY2UiPiA8c3RNZnM6cmVmZXJlbmNlIHN0UmVmOmZpbGVQYXRoPSJmMTAtMjJCLVgyOTczLnRpZiIvPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6bGk+IDxyZGY6bGk+IDxyZGY6RGVzY3JpcHRpb24gc3RNZnM6bGlua0Zvcm09IkVtYmVkQnlSZWZlcmVuY2UiPiA8c3RNZnM6cmVmZXJlbmNlIHN0UmVmOmZpbGVQYXRoPSJmMTAtMjJBLVgyOTczLnRpZiIvPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6bGk+IDwvcmRmOlNlcT4gPC94bXBNTTpNYW5pZmVzdD4gPHhtcFRQZzpNYXhQYWdlU2l6ZSBzdERpbTp3PSI0OS42MDYyNDIiIHN0RGltOmg9IjcwLjE1NzQzMCIgc3REaW06dW5pdD0iUGljYXMiLz4gPHhtcFRQZzpGb250cz4gPHJkZjpCYWc+IDxyZGY6bGkgc3RGbnQ6Zm9udE5hbWU9IkhlbHZldGljYSIgc3RGbnQ6Zm9udEZhbWlseT0iSGVsdmV0aWNhIiBzdEZudDpmb250RmFjZT0iTWVkaXVtIiBzdEZudDpmb250VHlwZT0iVHlwZSAxIiBzdEZudDp2ZXJzaW9uU3RyaW5nPSIwMDEuMDAwIiBzdEZudDpjb21wb3NpdGU9IkZhbHNlIiBzdEZudDpmb250RmlsZU5hbWU9ImhlbHZldGljYS5wZmI7IEhFTFZFVElDQS5QRk0iLz4gPC9yZGY6QmFnPiA8L3htcFRQZzpGb250cz4gPHhtcFRQZzpQbGF0ZU5hbWVzPiA8cmRmOlNlcT4gPHJkZjpsaT5DeWFuPC9yZGY6bGk+IDxyZGY6bGk+TWFnZW50YTwvcmRmOmxpPiA8cmRmOmxpPlllbGxvdzwvcmRmOmxpPiA8cmRmOmxpPkJsYWNrPC9yZGY6bGk+IDwvcmRmOlNlcT4gPC94bXBUUGc6UGxhdGVOYW1lcz4gPHhtcFRQZzpTd2F0Y2hHcm91cHM+IDxyZGY6U2VxPiA8cmRmOmxpPiA8cmRmOkRlc2NyaXB0aW9uIHhtcEc6Z3JvdXBOYW1lPSJEZWZhdWx0IFN3YXRjaCBHcm91cCIgeG1wRzpncm91cFR5cGU9IjAiPiA8eG1wRzpDb2xvcmFudHM+IDxyZGY6U2VxPiA8cmRmOmxpIHhtcEc6c3dhdGNoTmFtZT0iV2hpdGUiIHhtcEc6bW9kZT0iQ01ZSyIgeG1wRzp0eXBlPSJQUk9DRVNTIiB4bXBHOmN5YW49IjAuMDAwMDAwIiB4bXBHOm1hZ2VudGE9IjAuMDAwMDAwIiB4bXBHOnllbGxvdz0iMC4wMDAwMDAiIHhtcEc6YmxhY2s9IjAuMDAwMDAwIi8+IDxyZGY6bGkgeG1wRzpzd2F0Y2hOYW1lPSJCbGFjayIgeG1wRzptb2RlPSJDTVlLIiB4bXBHOnR5cGU9IlBST0NFU1MiIHhtcEc6Y3lhbj0iNzAuODczNjA0IiB4bXBHOm1hZ2VudGE9IjYxLjI4MTc5OSIgeG1wRzp5ZWxsb3c9IjU4LjYyOTY5NiIgeG1wRzpibGFjaz0iODUuMjM1Mzk3Ii8+IDxyZGY6bGkgeG1wRzpzd2F0Y2hOYW1lPSJTbW9rZSIgeG1wRzptb2RlPSJDTVlLIiB4bXBHOnR5cGU9IlBST0NFU1MiIHhtcEc6Y3lhbj0iMjQuMjA2OTAyIiB4bXBHOm1hZ2VudGE9IjE2LjgzMzc5OSIgeG1wRzp5ZWxsb3c9IjE4LjE3MzQ5OCIgeG1wRzpibGFjaz0iNC4wOTg2MDAiLz4gPC9yZGY6U2VxPiA8L3htcEc6Q29sb3JhbnRzPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6bGk+IDwvcmRmOlNlcT4gPC94bXBUUGc6U3dhdGNoR3JvdXBzPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg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
Explain lab values and poor prognosis in patient.
Hyperkalemia, BUN, creatine kinase, lactic acidosis, low Hct, leukocytosis
Signs of kidney failure and lack of tissue perfusion, low Hct could mean leaking or rupture, in stress state
List 3 complications associated with aortic dissections.
Tamponade, stroke, MI, renal failure, aortic regurgitation, hemothorax, visceral infarction
Define the Stanford Classification system for aortic dissections.
Type A: Ascending aorta
Type B: confined to descending thoracic aorta (distal to L subclavian).
Name 3 risk factors that can lead to an aortic dissection (no congenital or hereditary causes).
Smoking, cocaine abuse, hypertension, aging, trauma
Draw the normal anatomy of the aorta, including common branches and labeling of the 3 sections of the aorta.
<img data-fr-image-pasted="true" 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
Stanford Type A aortic dissections can lead to ST elevations on an EKG by.....
Decreasing blood flow to the coronary arteries
Why must nitroprusside be given with a beta blocker for patients with an aortic dissection?
Reflex sympathetic activation if given alone, which would increase stress on dissection.
Define the DeBakey classification system for aortic dissections.
Type 1: starts in ascending aorta and extends to at least the aortic arch
Type 2: starts in and confined to the ascending aorta
Type 3: starts in descending aorta and can either be confined (3a) or extend below diaphragm (3b).
The incidence of aortic dissections.
2.5-3.6 per 100,000 persons
Explain the differences between a true aneurysm, false aneurysm, and dissection.
<img data-fr-image-pasted="true" 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
Name the imaging modality you would use to diagnose this if you were working in a smaller, rural hospital (Backup your answer). Name other ways to diagnose this on imaging as well.
As long as you backed it up, you get the points
TTE or TEE, CTA, MRI
The artery of Adamkiewicz is usually found between vertebrae __ and __ and provides major blood supply to the ___ ___ artery.
T8 and L2, anterior spinal
Name a gene mutation associated with familial TAAD.
ACTA2 or TGFBR2.