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ACID-ALKALINE BALANCE: ROLE IN CHRONIC ... - My Kangen Tools

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74 K. Hanaoka et al. / Biophysical Chemistry 107 (2004) 71–82<br />

trolyzed water brought to the same pH as the<br />

electrolyzed water by addition of NaOH was used<br />

as the control. The pH of the reduced water was<br />

changed from 10.1 to 10.94 and that of the control<br />

was changed from 10.05 to 10.94.<br />

2.9. The estimation of ionic product p(IP) of RW<br />

reduced water and the entropy of reduced water<br />

When electrolysis is carried out with 2 mM<br />

NaCl and KCl solutions, and 1 mM MgCl2<br />

and<br />

CaCl2<br />

solutions, the following reactions will be<br />

observed in the cathode compartment,<br />

y y<br />

2H2Oq2e z2OH qH 2 (1)<br />

and designating monovalent electrolytes as MA<br />

and<br />

divalent electrolytes as M B, for NaCl, or KCl, and<br />

MgCl2 or CaCl 2, respectively,<br />

q y<br />

MAqOH MAOH (2)<br />

2q y<br />

MB q2OH M B(OH) 2 (3)<br />

In general, even if pure water is used H2CO3<br />

y2<br />

(beyond 1.1=10 mM at 258) is present in an<br />

open system. Therefore, most solutes are dissolved<br />

as carbonates as shown in Eqs.(4)–(6).<br />

q y<br />

H2OqCO2zH2CO3zH qHCO 3 (4)<br />

M OHqH CO (M ) CO q2H O (5)<br />

A 2 3 A 2 3 2<br />

M (OH) qH CO M CO q2H O (6)<br />

B 2 2 3 B 3 2<br />

The pH of the reduced water is shown as the<br />

result of hydrolysis of the carbonate salts. In<br />

general, hydrolysis of salts will be represented by<br />

the following equations,<br />

q y<br />

HA|H qA (7)<br />

Where HA is a weak acid.<br />

The dissociation constant in this hydrolysis is<br />

given by Eq.(8),<br />

2<br />

KasCa y(1ya) (8)<br />

Where Ka, a and C are dissociation constant,<br />

degree of dissociation and initial concentration,<br />

respectively. If a is much smaller than 1, Eq.(9)<br />

can be obtained from Eq. (8). Eq. (10) can be<br />

obtained from Eq.(9).<br />

1y2<br />

a((KayC) (9)<br />

w<br />

Eq.(10) can be obtained from Eq.(8).<br />

x<br />

q<br />

1y2<br />

H sCa((KayC) (10)<br />

Thus, pH will be described as follows:<br />

pHs(1y2)(pKaylogC) (11)<br />

In the case of Kws10<br />

shown as Eq.(12).<br />

y14<br />

, the used pH will be<br />

pHs7q(1y2)(pKaqlogC) (12)<br />

However, the dissociation of water will be<br />

shown as Eq.(13),<br />

q y<br />

H2OqH2O|H3O qOH (13)<br />

Ionic product of water, K<br />

as Eq.(14).<br />

q y<br />

w 3 xw x w<br />

w<br />

and IP will be shown<br />

H O OH sK sIP (14)<br />

where IP will be described as Eq. (15) under the<br />

conditions of 25 8C and 1 atm,<br />

y14 2<br />

(IP) ws10 (molyl) (15)<br />

Therefore, p(IP) will be shown as Eq.(16),<br />

w<br />

ylog(pK )spK sp(IP) (16)<br />

w w w<br />

The titration for 1-1 carbonates with HCl solutions<br />

will be carried out as follows,<br />

M CO qHClMClqMHCO (17)<br />

2 3 3<br />

MHCO qHClMClqH OqCO (18)<br />

3 2 2

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