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Q.740.What causes elevation of the lipid profile in R.T.x.? B

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Q.740.What causes elevation of the lipid profile in R.T.x.?  👌

A. Csp. (replace é tacrolimus), Sirolimus & Steroid therapy.

Q.741. How can u suspect R.V.T.?     ž

A. {Abrupt  anuria. +Loin pain. +🠉LDH + Doppler  evidence =  R.V.T.}.

Q.742.When should the diagnosis of T.M.A. be suspected?

A.  The constellation of (3 high+2 Low) :         { 👌 + }

1. Incr. s. Cr.

2. Incr. LDH.

3. Incr. Schistocytes in blood film.

4. Low H.B.

5. Low platelet count.

Q.743.What is the D.D.? How to solve this problem?  😎 😎

A.   T.M.A. can be mistaken é :  

1. Lab”. changes       …. usually ”mild”.

2. Sirolimus & thymoglobulin toxicity:  [Anemia + thrombocytopenia].

A. R. biopsy 🠞{Endothelial damage+arterial microangiopathy} é T.M.A.,…. prognosis is poor.

Q.744. How to treat this problem?   

A.  T.M.A. can be caused by:     👌

     1. A.P.A🠞Pph + anticoacgulants.

     2. C.N.I. 🠞 Change the drug.

     3. Recurrence of the original disease (esp. non-Drr. HUS.) 🠞Pph.

Q.745.What are the causes of post R.Tx. R.A.S?

A. Post R.Tx. RAS        👌

1. Surgical trauma.    2. Atherosclerosis.      3.CMV.

Q.746How can u evaluate the late allograft loss?

A. Late Allograft loss:

I. 50% 🠞 of ptn die é functioning graft. 

II. 50%🠞 Ch. allograft dysfunction & failure:

                        (1) 30-40 % 🠞 CAN. (Ch. allograft Np.) :

                                a. True CAN: ch. Rj. (im/m. inj.).

                                                    b. CAN of mixedorigin (fibrosis/tub. atrophy).

                       (2) 10-20% 🠞 Others: 

o   Recurrent  dis.

o   De Novo dis.

o   Ch. CNI toxicity.

Q.747Define CAN?     😎

A.CAN is the most common (after death) cause of allograft loss. It’s defined by “Halloran as a [State of impaired renal allograft function, 3 m. at least post Tx., independent of : 1. Ac Rj. 2. Drug  toxicity. 3. Recurrent dis.. 4. De Novo dis., & é typical features é R. biopsy.].

Q.748Describe its C.P.?       

A. C.P.: { H.T. +Proteinuria +🠝 S.cr. + P.H. of Ac Rj.}.

Q.749.Describe the biopsy findings?       

AActually not unique for CAN, but u can find:    👌

1)   Atrophy & fibrosis of the tubulointerstitium. (T/I).

2)   Fibrointimal thickening of the arterial wall. (B.V.).  

3)   Ch. T.x. glomerulopaty:     

*      Double contour/thickening é cpll. wall.

*      Segmental sclerosis.

*      Damaged mesangium.

Q.750.What is the pathogenesis of CAN?     

A. Pathogenesis of CAN:

(A) Allograft -dependent:      👌

·         Rejection.

·         Poor compliance.

·         H.L.A. mismatching.

  (B) Allograft -independent:   

o   CNI toxicity.

o   Ischemic damage.              

o   Inadequate nephron mass.

o   Donor kid. disease. (H.T., age related).

o   H.T., Hyperlipidemia, proteinuria.

Q.751.How to manage CAN  ?

A. CAN is ttt. accordingly:  {RAS : ttt , H.T.: ttt. , Hyperlipidemia: ttt., CNI : reduce or replace é MMF, Sirolimus}.

Q.752How to improve R. allograft survival?         👍

1)  🠝Living donor (related & non-related).

2)   Donor from deceased Younger donor.

3)   Better donor preparation.

4)   Faster matching & T.x.  

5)   Prevention & ttt. of Ac. Rj.

6)   High quality medical care : H.T., Dyslipidemia.

7)   Pre-emptive T.x.

8)   Zero mismatching.

9)   Reduce cold ischemic time.

10) Reduce CNI toxicity.

11)ACEI/ARBs: few physician encouraging them. 

12)Nephron dosing: Sex & BMI.

Q.753.What medical problems that can be seen in R.T.x.? How to deal with them?

A. I. Hyperphosphatemia🠊due hyperphosphaturia, due to:

*      Glucocorticoids.

*      Low vit. D.🠊 Po4 wasting.

*      Residual hyperparathyroidism.

    ***    ttt.

v  Po4 supplementation.

v  Vit. D. analogue           

v  High Po4 diet (low fat dairy products).

Q.754What else?  How to treat?

A. II. Gout: Hyperurecemia, mostly due:  Csp  Impair renal urate clearance é 80 % of ptn., only 7% of them develop gout

* ttt.:

1)   High dose steroids.

2)   Low-dose colchicine, to avoid colchicine-induced neuromyopathy.

3)   Allopurinolor uricosuric drug, Probenecid, to prevent gouty attacks (only effective é GFR>30 ml/min.).

4)   Switch Csp to Tacolimusé recurrent gout.     

* N.B. {Reduce Aza dose (75%) é concomitant use of Allopurinol( Allo. inhibit metabolism of Aza 🠞 Serious leucopenia, or better to switch to MMF}.    💀👽💀

Q.755.What else? How to treat?

A.III. Osteonecrosis  (avascular necrosis)🠞= The most 👆serious bone complication é T.x., due to [Steroid thpy], common site🠞Hip. Dgx.🠞MRI.

*ttt.:  [Rest – Joint Replacement – Osteotomy].      

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Hemodialysis,21,My Publications,2,Peritoneal dialysis,14,Prevention of renal failure,61,Renal face,43,Renal Transplantation,49,TOP RECENT,37,
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Q.740.What causes elevation of the lipid profile in R.T.x.? B
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
fedo
https://www.fedokidney.com/2020/10/renal-transplant.html
https://www.fedokidney.com/
https://www.fedokidney.com/
https://www.fedokidney.com/2020/10/renal-transplant.html
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