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PERITONEAL DIALYSIS

Q.655. How to diagnose peritonitis in P.D. patients?

 

PERITONEAL DIALYSIS

Q.655. How to diagnose peritonitis in P.D. patients?    

A.Multiple sources of bacterial peritonitis in PD., include:[touch contamination, cth. rel. infc., transvisceral migration due to intraabd. pathology (eg, bowel leak), hematogenous source & vaginal leak (v.rare)]. Peritonitis is easily Dgx. on clinical ground alone. Sm. & Sn. Incl.:[abdominal pain, cloudy abdominal fluid, fever, nausea, abdominal tenderness & rebound tenderness]. Most ptn. present é cloudy abd. Fluid & abd. pain. However, constellation of both cloudy abdominal fluid & abd. pain is not always obs.. This’s esp. true in APD who may present without P.H. of cloudy abdminal. fluid.

Peritonitis is us due to contamination é pathogenic skin bacteria due to touch contamination or cth.-rel. infc.. 2nd ry  or enteric peritonitis can be induced by G.I. path., incl.[Cholecystitis, appendicitis, ruptured diverticulum, ttt of sev. constipation, endoscopic perforation]. Compared é P.D.-rel. peritonitis, 2ry peritonitis us. present é systemic Sn & Sm, incl. Hpt. Mj. Lab.: 🠝WBCs in Pr. fluid us. to >100cells/mm3, é>50 % neutrophils. +ve Pr. fluid cultures shd be obs. in 80 % of bacterial peritonitis. Leukocytosis:10-15,000/mm3cn be sn. Peritonitis is us. suspected é abd. ominalpain & cloudy effluent. Ddx.: Start é history, physical exam., & G.st., culture & WBCs & differential of effluent Pr. fluid. Bld cultures should be obtained é systemic Sm & close inspection   of exit site. Dgx. is frequently based upon C.P. & effluent Pr. fluid WBCs of >100 cells/mm3, é >50 % neutrophils.

Presumptive Dgx can be made é relatively low WBCs in PD effluent but who hv consistent clinical history & in whm other causes of abd. path. hv bn excluded. However, clinical judgment is essential é Sn & Sm. of peritonitis but a low effluent cellcount. Some clinicians obs. such ptn in clinic for a few h.s & repeat cell count & differential, then monitor Sn & Sm. & A.B. initiated if Sn & Sm & repeat cell count are most consistent é peritonitis. If obs. period cannot be conducted, empiric A.B. shd be given. Presumptive Dgx is also noted é cloudy effluent. Empiric thpy shd be initiated as soon as cloudy effluent is observed, without waiting for cell count confirmation from Lab.. Dgx. is confirmed by a +ve Dzt. culture. Additional tests may be performed é atypical findings & é suspected  peritonitis-induced abd. dis. (2ndry bacterial peritonitis). D.D. include: myriad causes of peritonitis: [abd. pain, 🠝Pr. fluid

W.B.C.s and/or changed Dzt appearance].

Q.656.How to diagnose a case of peritonitis (see also the above Q.)? When to expect a negative culture?

A.[50-100 WBCs/cc. at least in culture] are needed for diagnosis of peritonitis. + Check for local mnf. (pain/tenderness) & systemic manif. (fever/lassitude). 

- Negative culture may be seen in:     👌

1)   A.B. umbrella.

2)   Early sampling.

3)   Poor lab. Technique.

N.B.:    [+ve culture + No WBCs] = Contamination.

Q.657. Enumerate the various causes of hemoperitoneum  (H.P.)?

(1) Menstrual bleeding: Benign H.P. occ. in >1/2of menstruating women on P.D. due to: [ovulation, retrograde menstruation, or endometriosis]. Most commonly, H.P. will clear after 1-3rapid flushes.

(2)Post-catheter insertion or manipulation: After insertion of P.D. catheter, bleeding into Pr. cavity occur in <5% of cases, us. mild, rapidly resolve.

(3)Catheter-related: Rarely, PD. cath.🠞enough blunt trauma🠞local laceration. Case report: cth. eroding mesenteric a., splenic lacerations🠞massive H.P. It’s much less common now é "curled tip" cth.. More commonly but still rare, PD cath.🠞mild contusion of the surface of the peritoneal cavity.

(4)Retroperitoneal👽pathologyCyst rupture in autosomal dominant P.K.D., acquired cystic disease & R. tumors . These patients may also hv hematuria.

(5)Additional causesSclerosing peritonitis: serious especiallyé long period P.D. Peritoneal calcification, splenic rupture & infarct, carcinomatosis liver, liver cyst rupture, retro-Pr. hematoma, iliopsoas hematoma, bleeding outer uterine wall in pregnancy. Hgic luteal cyst, ovarian cyst rupture, aneurysm rupture.

Q.658. How to treat?   R 

A. ttt of the underlying cause is essential, curative management🠞emergent evaluation & care. If the cause is idiopathic or benign🠞Supportive thpy:

(1) Instillation of heparin (500 i.u./L) in Dzt🠞prevent catheter clotting.

(2) Frequent exchanges: in room ºC DX exchanges🠞 Pr. V.C.œœ & 🠋 bleeding.

(3) Menstruating Women, oral contraceptives🠞🠋Ovulation & control bleeding .

(4) Stopping aspirin or other anticoagulants: balanced against its indications.

Q.659.What are the causes & risk factors of fungal peritonitis (F.P.)?

A.Breaksin sterile technique when connecting Pr. cth. to bags of Dzt, infc. at site of cath. entry, intestinal perforation, peritoneovaginal fistulae & transmigr-ation of fungi across bowel wall into peritoneum. = Mj. Causes. Published series: F.P. ass. é P.H. of both recent A.B. use& episodes of bacterial peritonitis. 65% of ptn hd bn exposed to A.B. within 30 d. of onset of F.P.& 48% hd experienced an episode of bacterial peritonitis é same time frame. It’s difficult to determine whether A.B. exposure & peritoneal inflmm.🠞 to F.P. or whether these f.s merely identify a high-risk group due to poor technique. Recent exposure to A.B.🠞 F.P. by shifting balance of ptn endogenous skin & bowel flora towards yeast species contamination dur. cth. manipulation.….   Other risk f.s incl.:

1. Use of emergency P.D.: A trend towards infec. é fungal organisms hs bn obs. in ass. é Ac. or emergent PD in hospital; this may be due to severity of illness, concurrent ttt é antibacterial ag., or low experienced personnel é PD techniques.

2. HIV infection: HIV ptn. who receive ch. PD have a higher frequency of peritonitis é yeasts when compared to other ch. PD ptn.

3. Extraperitoneal fungal infection.               

4. Abdominal surgery.

5. Environmental: Candida outbreaks ass. é contamination of water baths used to warm Dzt & contact é pigeon guano & soil dur. gardening 🠞 molds. F.P.


Q.660. How to treat F.P.?    R 

A. Goals of ttt🠞2 folds: infc. Eradication & Pr. preservation for PD. Upon Dgx., Pr.🠞 lavaged until returning fluid is clear; this 🠞🠋adhesions & 🠋fungal burden. Antifungals (A.F.) is indication if a calcofluor white or Gram stain🠞 yeast or hyphae. Therapy is based upon culture results, suscep. of org. & ptn. response.

Guidelines: cth.: removed immediately after fungi identified by microscopy/culture & ptn placed on HDX. IDSA guidelines for ttt of candidiasis, as well as other IDSA guidelines, can be accessed thr.: Infec. Dis. Society of America's website”.

A v. small No. of ptn., é yeast peritonitis occ. é 2 w. of initiation of PD for A.R.F., in whm A.F. alone 🠞 in cure. If mold infc. arises, cth. removal is almost always required  for cure . Instillation of amphotericin B (Amph.B) é Pr. cavity hs bn used as a sole or adjunctive thpy. This regimen is discouraged 😌  as:

1)   It’s not consistently successful in complete cure.  

2)   It’s a frequent cause of abdominal pain upon instillation.  

3)   It leads to adhesion formationé subseq. loss of Pr. (dialyzing membrane). 

4)   Decisions of type of A.F. shd be based upon C.P. & sp. fungal infec..   

Recmmended👆 strategy : If Dzt is grossly turbid 🠞 Pr. lavage, continued until returning fluid is clear. Systemic A.F. shd be given & cth. removed as soon as possible. A.F. indicated if a calcofluor white or G-stain 🠞 yeast or hyphae.

Choice of A.F.: For empiric coverage of F.P. when there’s no sugg. of identity of fungus fr. inspection of fluid & until cultures return🠞Oral fluconazole (200 mg/d.). Ptn. é prior exposure to azole A.F.Ø i.v. Amph.B (0.6mg/kg/d.) or i.v. echinocan-din, caspofungin [70mg/d.one, é subsq. doses: 50mg/d.], micafungin [100mg/d.], or anidulafungin [200mg on d. one, é subsq. dosing: 100mg/d.]. After C &S, further thpy cn be tailored to sp. isolated org.. If Candida found 🠞 fluconazole direct thpy. C. albicans, C. parapsilosis & C. tropicalis 🠞 susceptible to fluconazole, C. krusei is resistant &C. glabrata hs variable suscep., but generally is resistant. If fluid cultures yield:C.albicans/C.tropicalis/ C.parapsilosis🠞 fluconazole 200 mg/d. Dur. of ttt : 2-4 w. If cultures🠞 C. krusei or C. glabrata🠞 i.v. Amph.B 0.6-1mg/kg/d. or i.v. echinocandin(caspofungin [70mg/d.one,é subseq. Dose : 50mg/d.], micafungin [100mg/d.], or anidulafungin [200 mg on d. one, é subsq. dose:100 mg/d.]. ptn. should be ttt for 4w.. If cultures: mold 🠞i.v.Amph.B at0.6-1mg/kg/d. until spesific organism is identified & most antifungal ag. cn be given. For Aspergillus sp. 🠞 voriconazole oral  as alternative to Amph.B./4w. & until all Sm & Sn hv resolved . Dema-tiaceous molds🠞oral itraconazole (loading : 200mg 3times/d./3 d. foll. by 200mg/ twice/d.) or oral voriconazole (loading: 400mg twice/d.:1std. foll. by 200mg twice/d.), alth. some cases resp. to i.v. Amph.B/4 w. & until all Sm. &Sn. resolved. Limited experience using lipid form. of Amph.B, but they shd be as effective as deoxycholate form.. As nephrotoxicity is not an issue, these ag. only used é sev. infusion-related reactions to deoxycholate. Experience é echinocandins in CAPD-ass. F.P. is only anecdotal. However, all 3echinocandins were effective for ttt of candidemia . Ptn. shd be on HDX. dur. ttt. After cth. removal, wait 4-6 w.  prior to new cth. placement

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Q.655. How to diagnose peritonitis in P.D. patients?
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https://www.fedokidney.com/2020/10/peritoneal-dialysis_11.html
https://www.fedokidney.com/
https://www.fedokidney.com/
https://www.fedokidney.com/2020/10/peritoneal-dialysis_11.html
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