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RENOPROTECTION

Q.337.What is the importance of B.P. control in the renoprotection strategy?

 

RENOPROTECTION

renoprotective meaning renoprotective antihypertensive drugs renoprotective ace inhibitors renoprotective antidiabetic drugs renoprotective agents renoprotective arbs renoprotective antihypertensive renoprotective action telmisartan and renoprotection how to treat chronic kidney disease how to deal with chronic kidney disease renoprotective drugs 

 

Revise please the abbreviation list on:

https://draft.blogger.com/u/0/blog/post/edit/8610857019469578230/4564412989605988372

Q.337.What is the importance of B.P. control in the renoprotection strategy?

A.Hypertensive Nephrosclerosis” is the 2nd most common cause of ESRD, superseded only by D.M.. So, anti-H.T. measures are the cornerstone of reno-protection. Low B.P. 8 favorable prognosis in Dc.s & non-Dc.s.   C

Q.338. When could the B.P. control be of a maximum benefit?

A. According to “Madrid Study”, “Baseline proteinuria8is the most potent determinant of B.P. control benefit, with greatest renoprotection of the lowered B.P. goal occ. in ptn. é higherFbasal proteinuria. In type II. D.M., reduction of Fsystolic B.P., may be relevant.

Q.339. Mention some of the studies concerned é role of B.P. control & proteinuria in renoprotection?

A.“A.A.S.K.”study: African American Study of Kidney Disease & H.T. study: Effect of B.P. lowering & anti.-H.T. in dis. progression. 2002.:8 Similar B.P. lowering, but more renoprotection é FRamipril comp. to Amlodepine in proteinuric H.T. blacks.

R.E.I.N.”study : B.P. control for  Renoprotection In Non-Dcs é CRF. Lancet 2005.

M.D.R.I.D.” study: Modification of Diet in Renal Disease. Ann Int Med 1995.,8 Maximum benefit of B.P. lowering é higher proteinuria.

Q.340. What are the recommended  targets for systolic, diastolic B.P. & its relation to the level of proteinuria?

A. A recommendation of (120-130) systolic & (80-85) mmhg diastolic, for microalbuminuricis is widely accepted. Moreover, systolic B.P. is more closely related to Reno/ Cardioprotection .  As regard the level of proteinuria:

*      < one g. 8 flat relation between B.P. lowering  & renal risk.

*      > one g. 8 Reduction of systolic B.P. (110-129) mmhg.8better outcome. ü

* K/DOKI > Do NOT exceed 130/80 in renal ptn.

Q.341. How can glomerular H.T. affect R. function? What is the role of high protein diet?

A. Loss of Nephron mass 8 glomerular hyperfiltration & hypertrophy.

Pre-glomerular V.D. 8 hyperfiltration due to transmission of systemic B.P. to G. capill-aries 8deranged autoregulation” & renal damage.

- High protein intake8 Reduction of preglomerular tone (V.D.)8 G. hyperfiltration & hypertrophy8 renal damage. 

Q.342. How can you control glomerular H.T.?   C

A. Reduction of G. pressure (experimental): reduction in G. cpll. pressure rather than systolic B.P. 8 Protection fr. FSGS.….In (human)8reduction of intra-G. hydrostatic pressure8 favorable long term ürenal prognosis.

- Tools :  1. ACE.         2. B.B.         3. Non-pharmacological: FLow protein diet.    Proteinuria in ablation model is closely related to G. H.T. & severity of proteinuria is closely correlated to G. sclerotic lesions.

Q.343. In this view, what is the importance of proteinuria in renal prognosis?

A. Proteinuria is the F best predictor of ESRD, not only in homogenous dis., like Ig A. Dc. Np, M.N.), but also in ch. interstitial nephritis, ch. P.N., V.U. reflux. Thus once proteinuria occurs 8 it is a major risk f. of progressive R. function loss, despite many ESRD ptn.s hv no significant proteinuria.

Q.344. So, what are the clinical implications of these facts on disease prog-ression?

A. Course of R. dis., correlates well with antiproteinuric thpy. Actually, Residual proteinuria 8 is a betterprognostic parameter” than initial response. It is the driving force for ongoing R. function loss. So,Freduction of proteinuria is pre-requisite for R. protection له الأولوىة المطلقه        >

N.B. Extent of “interstitial dge” albeit بالرغم من mild 8

                                         i.    Worse antiproteiuric response.

                                       ii.    Large residual proteinuria.                  

                                      iii.    Worse outcome.                                             

Q.345. In what mechanism, antihyperlipidemics share in renoprotection ?

A. Hyperlipidemia modifies ttt. response, so, it affects prognosis indirectly. So, Statin improve response to ACEI in a proteinuria model resistant to thpy. e.g. Pravastatin use for 6 m. reduces proteinuria by ½. G

- Reduction of the rate of R. function loss by 1.2 ml/min/y. (slower) é statin thpy. = Renoprotection. Interestingly, this fact cannot be applied to R.Tx. graft. !!!

Q.346. Which group of anti-H.T. therapy have the 1st  priority in renal patient?

A. RAAS blockade anti-H.T. family is recommended as 1st choice for those ptn.s.

Q.347. Explain?

A. ACEI  ð(see also, Q. 3).

1)   Attenuate R. function loss more effectively than other groups.

2)   Inhibit cleavage of Angio. I. to II. (the main effector hormone of RAAS).

3)   Inhibit breakdown of Bradykinin Ø é Bradykinin availability.

Q.348.What is the mechanism of renoprotection can this group exert their action?

A. The following mechanisms are postulated:

1.    Hemodynamic : i. Fall in B.P. (systolic).  ii. Fall in intra. “G.B.P”. thr.: efferent V.D.

2.    Reduction of proteinuria (the main protective mechanism)Ø Ameliorate delet-erious effects of protein expression on tub. cells, podocytes & mesangium.

3.    RAAS blockadeØ Angio.II. blockade ... as this hormone: Ø

a.    Stimulates Growth F. & inflmm. cytokines Ø G. & interstitial sclerosis.

b.    Induces G. heparanase Øê heparin So4 Ø Loss of G. Permi-selectivity.    (heparin So4 ü improves permiselectivity). ü

4.    Dcr. “bradykinin” breakdown Øébradykinin” availability.

Q.349.What is the role of ACEI in renoprotection in Dc.s ?

A. In Dc.s, ACEI are beneficial in ALL stages of R. involvement, able to preve-nt or postpone R. involvement. In overt Np. Ø they attenuate long-term R. function loss in D.M. I., & attenuate progression of Incipient Np. (micro.) to ov-ert albuminuria in normotensive Dc.s.I., independent effect fr. B.P. control. ACEI are able to induce regression to normalü in microalbuminuric Dc.s I. All in all, ACEI hv. remarkable protective effects in reducing long-term R. function loss, owing to their anti-H.T., antiproreinuric effects. This renoprotection is most apparent inFproteinuric ptn.s.

Q.350. What about ARBs ?

A. AT1-receptor blockadeØ exerts all anticipated effects of RAAS blockade such as:            

(1)   B.P. reduction.

(2)   Anti-proteinuric effects.   

(3)   R.V.D.  é predominant efferent V.D.  & other effects.

Q.351. Mention some Land mark studies in ARBs renoprotection?

* IDNT:  Irbesartan Dc Np trial.

* IRMA:  Irbesartan Reduction in Microalbuminuria in D.M.II.Ø Irb. prevents H.T. ptn. in D.M. II. convrtion fr. Micro. to overt albuminuria.

* RENAAL: Reduction in Endpoint in NIDDM with Angio. II. Antagonist  Losartan.

AT1- blockade add sp. R. protective compared to conventional anti -H.T.+ Sp. Protection as regard rate of R. function loss & dev. of ESRD & postponing the need for DX. Taken together, these studies, in addition to protective effect of B.P. lowering, add R. protecttive effect by RAAS blockade, wch. again appear to be linked to anti-proteinuric effect.

Q.352.What is the role of CCB in renoprotection?

A. Two main groups are recognized:

                                         i.    DHPØ Nifedipine & Amlodipine.

                                        ii.    Non-DHP = Non-proteinuric CCB Ø verapamil & diltiazem.

T:Nifedipine impair afferent arterial tone autoregulation (affer. V.D.)Ø  transfer Qsystemic to intraglomerular pressure Ø counteract its anti-H.T. protective mch.

(ü): On the otherhand, non-DHP group (verapamil & diltiazem) Ø Improveü G.B.M. “permiselectivity” characteristic.

Q.353. Mention some trials concerned with CCB in renoprotection?

MARVAL: Valsartan is more effective than amlodepine in DM II.

IDNT: Irbisartan 300 mg is more effective than amlodepine in reducing risk of ESRD.

BENEDICT:   Bergam Nephrologic Diabetic Complication Trial.

AASK: African American ..: Ramipril hs better renoprotective ability thn Amlodepine in H.T., nephrosclerotic blacks.

.. All in All: Clinical R. protection of CCB appear to be mainly attributed to their anti-H.T. effect.  J

Q.354. Is there any role for diuretics in the process of renoprotection?

A. Retrospective studiesØ Rapid Loss of R. function & lack of renoprotective effect, Except:

1)       Aldosterone blockers (spironolactone)Ø combined R./Cardioprotective effect.

2)       Selective aldosterone blocker (Eblerenon)Ø dcr. B.P. similar to enalapril + Large reduction in microalbuminuria, wch means effective monotherapy.  ü 

Q.355.Antiproteinuric agents have variable benefits & mechanisms, discuss? C

1)   ACEI: Antiproteinuric effect is attributed to lower systemic & G. tension.

The anti-H.T. is faster, while antiproteinuric effect is gradual, sugg. gradual improvement in G. permiselectivity, is contributing antiproteinuric effect as well.                               Two A N.B.s:

v  In D.M.: antiproteinuric effect is independent of its hemodynamic (anti-H.T.) action.

v  A greater benefit is observed in ptn. é higher basal proteinuria.

2)   AT1 blockade: they’re parallel to ACEI in :  

         I.        Reduction in systemic B.P.

       II.        Reduction in intra-G. pressure.   Moreover…,

     III.        Restores G.B.M. “structural integrity”.

      IV.        Reduce “Heparanase Ø Restore G. “Heparan So4üexpression Ø improveing B.M. permiselectivity, wch explain gradual onset of anti-proteinuric action. *** DETAIL study ØDiltiazem Exposed to Telmisartan 80 mg, and Enalapril 20 mg Ø  similar rate of R. function loss & albuminuria.

3)   ACEI/AT1 blocker combination: Additive R. protective & antiproteinuric (see COOPERATIVE study).

4)   Renin inhibitors: Aliskiren [Rasilez]150 & 300 mg., Ø êê proteinuria é RAAS blockade.

5)   CCB: Non-DHP Ø ê proteinuria like ACEI (Non=No proteinuria), but according to AASK, IDNT, BENEDICTØ they’re NOT suitable for long-term R. protection.

6)   Diuretics:

  I.        Potentiate anti-proteinuric action of RAAS blockade.          

II.        Aldosterone blockers (Spironolactone) Ø R. protection & antiproteinuric.

III.        Eblerenone:Ø R. protection & antiproteinuric  independent of anti-H.T. action.

*      N.B. RAAS blockade + Spironolactone Ö Risk of hyperkalemia .

7)   a. blockers: Doxazocin” (Cardura)Øê microalbuminuria in essential H.T.

8)   Monoxide: Selective imidazole antagonistØê proteinuria & G. sclerosis in remnant kidney.

9)   NSAID: (D ) Reduce proteinuria but,  êê GFR due to affer. V.C.

10)                Paracalcitol: see novel therapy.

11)                Sulo-dexine: see novel therapy.

Q.356. How much is the extent of SAFETY of the anti-hyperlipidemic agents?

A. At any level of R.F., HMCo-A drugs are Ø SAFE, even in adv. R.F., however,          V FibratesÖ Dcr. R. function due to “monocyte toxicity”.  D                       - It’s noteworthy to mention: antiproteinuric therapy improve lipid profile.

Q.357.What is the genetic view of renoprotecion?

A. An association is present between ÖDD genotype & progression of R. dis., e.g.  {Ig A, Dc Np., APKD, R.Tx. & H.T. Nephrosclerosis}.

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Arabic window,5,Hemodialysis,24,My Publications,4,Peritoneal dialysis,14,Prevention of renal failure,63,Renal face,43,Renal Transplantation,57,TOP RECENT,38,
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Q.337.What is the importance of B.P. control in the renoprotection strategy?
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https://www.fedokidney.com/2020/08/renoprotection_28.html
https://www.fedokidney.com/
https://www.fedokidney.com/
https://www.fedokidney.com/2020/08/renoprotection_28.html
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