ACID BASE BALANCE and Disorders Acids : Are any substance which tends to release H+ in water , either by simple dissociation or reaction The strength of acids is measured by the extent to which it liberate H+ but not by the number of H+ in the acid molecule e.g. phosph . a. and carbonic a . are weaker than HCL ( the later is completely dissociated ). The acidity of the solution is determined by H- expressed in gm ion/l. ( or nmol/l.). Bases: Are substances which tends to accept H+, since the anion liberated along with H+ when acid dissociated were bases e.g. Cl in HCL, NH3 in NH+4 The strong base is that substance with high tendency to accept H+ e.g. anion of weakly dissociated acid e.g H2CO3 Aprote: Metallic cation e.g Na+ , K+ which are not bases or acids HYDROGEION HOMEOSTASIS The buffer : It is the substance which resists change in its PH, when excess acid or base is added Usually are weak acids and its salts e.g. H2CO3 Addition of acids → dissociation of the weak acid or its salt e.g. H2CO3 ( H+ , HCO3 0 slowely and the anion neutralize any excess acid ( H+) e.g HCL +NaHCO3 → NACl + H2CO3. ( weak acid is formed instead of strong one ). Addition of bases → dissociation of the weak acid H + +HCO3 , H+ neutralize the base added without great change in PH. →pH← It is log10 1 H+ Log10 of the reciprocal of (H+) The Log10 of a number is the power to which 10 must be raised to produce this number e.g log10 102 = if log10 to "x" number = 7 so the number must be 107 At pH6 (H+) =?? pH = Log10 1 H+ Log10 (H+) = 6 ( H+) 10-6 = 0.000001 mol = 1000nmol/L at pH7 , (H+) will be 100 nmol/L so each one unit change in pH mean 10 folds change in (H+) Blood Buffer systems 1) Bicarbonate / Carbonic acid The most important buffer of plasma It presents in RBCs , but in lesser concentration HANDERSON – HASSELBALCH equation CO2 + H2O hydration H2CO3 H++ HCO3 K hydration = H2CO3 → H2CO3 CO2xH2O H+ + HCO3 dissoeiation H+ x HCO3 K dissociation = H2CO3 H2CO3 K combined = CO2xH2O x H+ xHCO3 H2CO3 H+ x HCO3 CO2xH2O H2O is constant and so K → K` = K` = H+ x HCO`3 dCO2 ( H+) = K` x pH = Log10 = pK + Log dCO2 HCO`3 1 (H+) = Log HCO`3 0.03xPCO2 1 K + log HCO`3 dCO2 Note: ( dissociation constant of CO2 = 0.03) ( PK. For BiC. / Carb. Buffer system = 6.1) 2) Phosphate buffer : Inorganic phosphate accounts for 5% of the nonbicarbonate buffer value, at a plasma Ph of 7.4 , the ratio HPO4/H2PO4 is 80/20 ( 4/1) (PK=6.8) Organic phosphate in the RBCs in the form pf 2.3-diphosphoglycerate accounts for 16% of the non bicarbonate buffer. H2PO4+OH= HPO`4 + H2O HpO`4 + H= = H2Po4 3) Plasma protein buffer: Albumin form 95% of the non bicarbonate buffer value of the plasma The most important buffer groups of proteins are the imidazole group of histidine ( 16 in each albumin molecule) Hemoglobin buffer : Account for 84% of the RBCs non bic buffer the most important buffer groups are imidazole groups of Hb. Histidine Carbamino Compoands : Combination of small amount of CO2 in RBCs with Hb.R – NH2 + Co2 R – NH – COO + H+ Regulation of (H+) 1. 2. a. b. c. Dilution Buffer system → Plasma HCO3/H2CO3 (20:1) B2HPO4 / BH2PO4 ( 4:1) Prot. /prot.H(95% of the non bic RBCs : HbO2 / HHb ( 84% of the non bicarb.) b) Carbamino compounds c) HCO3 /H2CO3 ( to less extent) d) 2.3 diph. glye.16%of the non bic. a) 3 . Respiratory Mechanism = C.R.C. ( Central chem.., Periph. Chem.) 4 . Renal Mechanism a) Acid excrction b) Na+ -H+ exchange c) Ammonia formation and NH+4 excretion d) H2PO4 excretion e) HCO`3 reclamation