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HEAMODIALYSIS

Q.550. What are the strategies to minimize dialysis-induced hypotension in the elderly?

 

HEAMODIALYSIS

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Q.550. What are the strategies to minimize dialysis-induced hypotension in the elderly?

1)   Frequent assessment of D.W.                                                   

2)   Avoid excessive inter-dialytic Wt. gain (<5 % body Wt.)

3)   Avoid anti-H.T. drugs prior to DX or altogether.

4)   Reduce intake of narcotic analgesics & sedative hypnotics

5)   No heavy meals on, or just prior to DX.

6)   Increased hematocrit to 33%

7)   Evaluate for silent pericardial effusion

8)   Use Dzt sod. of >140 meq/L

9)   High Dzt calcium.

10) Use bicarbonate DX. (esp. é high QB)

11) Prox. O2, esp. é cardiac or respiratory dis. & preDX PaO2 of <80mmHg

12) Use biocompatible membrane

13) In selected ptn, use a cool Dzt (34°C!!).

14) Use DX machines é UF controls

15) Use sequential UF-DX; occasionally needed when high UF rates are retired.

16) Ameliorate risk f.s for LVH (anemia, hyperpara., aluminum overload)

17)Improve nutritional status & hypoalbuminemia if present .

Q.551. What is the chance for women on dialysis to be pregnant?   

A. Only 0.5 % of women in childbearing period can conceive each year, from which 30 % Surviving infants. Infants us. premature & small for gestational age. Infertility is the role in women with ESRD, but if pregnancy occur increased the dose of DX. (daily dialysis).

Q.552. What is the importance of nutritional status assessment as an indicator for RRT?

A. According to recent K/DOQI guidelines, RRT should be initiated é evidence of malnutrition in advanced CKD. Ptn develops anorexia & decreased protein intake despite efforts to improve his nutritional status. If malnutrition develops before RRT start  Decreasd long-term survival & potential for rehabilitation.      

Q.553. What markers commonly used for detection of malnutrition in advanced CKD?

A. Markers commonly used for detection of malnutrition in advanced CKD:

(1) Anorexia, nausea & vomiting & Wt. loss.

(2) Subjective global assessment.

(3) Low albumin & pre-albumin: Albumin: Correlate well é protein stores. Pre-albumin shorter ½ life & change rapidly é nutritional changes. (🠟 13 mg/dl = malnutrition).

(4) Decreased dietary “protein” intake< 0.8 g./kg. or nPNA< 0.8 g/kg/d.= Malnutrition.

(5) Abn. “anthrobometric” measurements: rapid & reproducible method for evaluation of body fat & msc. mass (referred to standard for healthy adults). 

(6) Abnormally low pl. Cr.: pl. Cr. reflects muscle mass. Pl. Cr.<10 mg/dl. at the start of DX.= malnourished (USRDS, U.S. Renal Data Association).

(7) Other markers: Cholesterol, transferrin & Somatomedin C.

Malnutrition shoudld be  👉  Strong Indicator for start of DX. in CKD.      👆 

Q.554.What are the applied measures to reduce B2 -micro-globulinemia in ESRD?

A. K/DOQI (2003) for management of B2microglobuli amyloidosis (A.B2M):

1)   Screening for B2.M, incl. measuring of s. level of B2.M, is NOT recommended.

2)   Ptn. with/at risk for AB2.M, non-cuprophane high flux Dzer.s should be used.

3)   No currently available ttt. (except R.TX.)🠞 Stop dis. progression or Sm.tic relief.

4)   R.Tx.: should be considered to stop dis. progression/Sm.tic relief. in ptn. é B2M.

UK Renal association(2007):     

1.    Ultrapure water shd be regarded as standard.

2.    High flux synthetic & modified cellulose dzer, justified for cost/benefit ratio.

3.    Currently:No available evid. to support routine use of H.F. & HDF in ESRD.

4.    Balance of evidence: Use DX. regimen promoting removal of middle molecule in ch. DX.(> 3.7 y) or predicted to be ch. ptn. [Age, HLA Ssz, recurrent dis. etc].  

v High flux membranes🠟 B2M by diffusion/convection & adsorption.

v HDF 🠞Higher clearance of B2.M by convective removal.

v 🠝frequency & duration of DX. 🠞🠟B2.M.

Q.555. How to manage secondary hyperparathyroidism & mineral metabolism in dialysis patients?  What are the indications of parathyroidectomy (Pec.)? 

A. Management of secondary hyperpara. & mineral metabolism abnormal in DX.:

v  Maj. f.s responsible for stimulating parathyroid gland in R.F.: {hypocalcemia, low 1,25-dihydroxyvit. D & hyperphosphatemia}.

v  If physiologic abnormal are uncorrected, R. bone dis. will developed: [weakness, fractures, bone & msc. pain & avascular necrosis, mostly in DX.]. Along é R. osteodystrophy, 2ry hyperpara. is ass. é diso. of mineral metb., mainnly abn. in Po4 & Ca. in addition to increased risk of all-cause & CVS, M.R. é disorder of mineral mtb.

v  So, keep i.PTH (2nd generation PTH assay): 150-300 pg/mL (80-160 pg/mL é Bi-PTH assay), Po4: 3.5-5.5 mg/dL (1.13-1.78 mmol/L) & corrected Ca:(8.4-9.5 mg/dL (2.10-2.37 mmo l/L).  

v  Current management of 2ry hyperpara. in DX involves: combination of Po4 binders (either Ca or non-Ca containing binders), vit. D analogues & calcimimetic.  

v  Ptn. é increased i.PTH, the general strategy is to dcreased s. Po4 to normal, limit excessive Ca. loading, avoid high dose active vit. D analogue, decreased. vit. D analog dose in ptn. é suppressed PTH, use a calcimimetic to help lower PTH, prevent progression of parathyroid dis., maintain bone health & prevent fractures.  

v  Ptn é increased PTH.: stepped approach to management of hyperpara. & bone mineral abnormality. This approach requires a complex balance of 4 drugs, namely {Ca-containing binders, non-Ca binders, calcimimetics & vit. D analogues}.

Aspects of suggested approach include:

v  Initial focus in managing 2ry hyperpara. ismanagement of hyperphosphatemia é diet and/or Po4 binders. Sp. interventions us. based é s. Po4 & Ca levels.   

v  Next: decide whether Po4 binder is sufficient or calcimimetic/vit.D analogue should be added, based é Ca, Po4 & PTH measured during starting Po4 binder.   

v  Finally: adjust Po4 binders “doses”, active vit. D & cinacalcet to target values.

A. Indications of parathyroidectomy:

                           I.        Sever Hyperparathyroidism:

(1) With persistent hyperphosphatemia.

(2) Unresposive to Calcitriol & Calcium.

(3) Renal Tx. candidates.

(4) With sev. hypercalcemia.

(5) Evidence of metastatic calcifications.

                         II.        Calciphylaxis with evidence of hyperpara.

                       III.        Severe pruritus, only if additional evidence of hyperpara.

N.B. Patients é CKD 5 on Dx, s. phosphorus should be maintained between 3.5-5.5 mg/dL bec. Sustained hyperphosphatemia SHPT thr. sustained low s. Ca. PO4 binders are considered 2nd-line therapy to control s. phosphorus and/or PTH following failure of dietary posphorus restriction. Although PO4 binders hv bn shown to decreased s. phosphorus, there’s no evidence tht this hs a direct effect on lowering s. iPTH in dialysis ptns., or dcr. morbidity & M.R. associated é SHPT. Vit. D sterols are considered first-line therapy in CKD DX ptn. é sust-ained increase s. iPTH. In addition to active vit. D sterols, calcimimetics may be used to treat high s. iPTH in CKD ptn. on DX. who have SHPT. Pec. should be considered in ptn. who do not achieve target s. iPTH, Ca+, PO4, or Ca+-PO4 cx. foll. trial of cinacalcet. Pec. should also be considered é sustained levels of iPTH > 800 pg/mL, or for é sustained levels > 470 pg/mL in whom target levels of s. Ca+, PO4, or the Ca+-PO4 cx hv bn achieved (Medscape).

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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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HEAMODIALYSIS
Q.550. What are the strategies to minimize dialysis-induced hypotension in the elderly?
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https://www.fedokidney.com/2020/09/heamodialysis_18.html
https://www.fedokidney.com/
https://www.fedokidney.com/
https://www.fedokidney.com/2020/09/heamodialysis_18.html
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