Acid Base Balance
What is pH? How does the Body Regulate pH Changes?
Carter Allen
Learning Objectives
By the end of this section, you will be able to:
- Identify abnormal pH ranges.
- Understand the basic factors which control and drive pH in the body.
- Describe the Blood Buffer System and the role of each of its parts.
- Calculate pH.
The Biochemistry of Blood pH
To understand how blood pH can change, one needs to understand the basic biochemistry that most of our cells undergo. This is particularly true for glucose (sugar) metabolism as this is the primary nutrient for our brain and other tissues.
The body metabolizes glucose sugar (C6H12O6) in an oxygenated environment by the following reaction.
C6H12O6 + 6 O2 -> 6 CO2 + 6 H2O + Energy (ATP)
The major byproducts are ATP, water, and carbon dioxide (CO2). When CO2 dissolves into water it forms carbonic acid, raising the acidity of the blood. As you may be familiar from current conversations about global climate change which is the reaction largely responsible for the acidification of the world’s oceans.
In the body the enzyme carbonic anhydrase catalyzes this reaction.
H2O + CO2 -> H2CO3
When the hydrogen ion (H+) dissociates from carbonic acid (H2CO3), carbonic acid dissociates into bicarbonate (HCO3–)
H2CO3 -> H+ + HCO3–
the following buffer system is responsible for maintaining a pH of 7.35 – 7.45 in the human body [3] [4]
CO2 + H2O <-> H2CO3 <-> H+ + HCO3–
Shifts in the number of reactants will shift the number of products towards the maintenance of equilibria. Acids typically exist in equilibria in any aqueous solution. The amount of protons (H+) that disassociate from a certain concentration of acid dictate the strength of that acid. We describe this relationship with the introduction of the acid disassociation constant Ka.
Ka = [H+][Conjugate Base] / [Acid]
If we want to relate Ka to pH we must first remember
pH = -log[H+]
Relationship between Ka and pH
Ka = [H+]*[Conjugate Base] / [Acid]
-log[Ka] = -log[H+] * -log ([Conjugate Base]/ [Acid])
pKa = pH * -log ([Conjugate Base]/ [Acid])
pH = pKa * -log ([Conjugate Base]/ [Acid])
The final orientation of this equation is known as the Henderson Hasselbalch equation for pH. In our blood buffer system technically the conjugate base is HCO3– and the acid is H2CO3, however because H2CO3 levels are directly correlated to CO2 levels and we measure CO2 in the blood, we can simply use our equilbiria into the following equation.
CO2 <-> HCO3–
Therefore the modified Henderson Hasselbalch equation to calculate blood pH is:
pH = pKa+ log ([HCO3–]/ [CO2])
The negative log of the acid disassociation constant (pKa) for this system at internal body temperature is
pKa =6.1
Modified Henderson Hasselbalch
pH = 6.1 + log ([HCO3–]/ [CO2]) [2]
Though pKa value for this system is 6.1, the pKa value for blood itself is closer to 7.4 which is of course, equivalent to normal pH. This is achieved mainly due to the action of carbonic anhydrase, the existing CO2 stores in the body, and other factors. [1]
Key Takeaways
- It is easy to see how changes in concentration of bicarbonate HCO3– and CO2 will move the equilibria of this equation to express different concentrations of protons.
- Try playing around with the equation and see how variable concentrations affect blood pH.
Exercise: Calculating pH
pH = 7.36
PaO2 = 60mmHg
PaCO2 = 35mmHg
HCO3 = 22mEq/L
SaO2 = 90%
pH is the negative log of the concentrations of protons in the blood sample
PaO2 is the partial pressure of oxygen in the sample
PaCO2 is the partial pressure of CO2 in the sample
HCO3 is the milliequivilants per litre of bicarbonate in the sample
SaO2 is the percentage of oxygen saturated haemoglobin relative to total haemoglobin
At normal conditions
[CO2] = 35 mmHg * 0.03 = 1.2 mmol/L
*Venous blood gases (VBG) read CO2 in mmHg, the solubility coefficient is 0.03 (Therefore 1 mmHg CO2 will dissolve into 0.03 mmol/L of CO2 in the blood)
[HCO3] = 22 mmol/L
Let’s use our modified Henderson Hasselbalch equation to calculate the pH using this VBG.
Henderson Hasselbalch
pH = pKa + log ([HCO3]/ [CO2])
pKa = 6.1 (calculated value)
pH = 6.1 + log(22/1.2)
pH = 7.36
If we wanted to check our work using the formula for the acid disassociation constant
pKa = -log10(Ka)
6.1 = -log(ka)
10-6.1 = Ka
Ka = 7.94*10-7
Ka = [H+][HCO3–] / [CO2]
7.94 * 10-7 = 22/1.2*[H+]
[H+] = 4.33 10-8
Ph = -log[H+]
Ph = -log(4.33*10-8)
Ph = 7.36
The body has two major compensatory mechanisms for managing this buffer system: ventilation, and renal regulation.
Ventilatory Regulation
Respiratory rate determines how much CO2 is exhaled, thus removing it from the blood. As mentioned CO2 + water is easily transformed into carbonic acid H2CO3. Thus, excess CO2 in the blood means there is more ‘acid’ in the blood, leading to a lowering of pH. This occurs with a decreased respiratory rate (hypoventilation) which results in retention of CO2. Conversely, excessive ventilation (hyperventilation) will remove CO2 form the body meaning a loss of H+. This will result in a raise in pH making it more basic. [4]
Renal Regulation
Serum levels of bicarbonate are maintained by kidney function. When serum levels are high, the kidneys excrete additional bicarbonate when serum levels are low the kidneys retain bicarbonate, or produce it.
We refer to an undesirable shift in blood pH due to the management of Bicarbonate as metabolic acidosis, because it is managed by internal metabolic regulatory mechanisms. The kidneys are also responsible for proton excretion, by increasing or decreasing the number of protons excreted the kidneys will shift the blood pH, dysfunction of these mechanisms can also lead to metabolic acidosis/alkalosis. [4]
Other Systems of pH Regulation
Hemoglobin can bind hydrogen ions which is an additional buffering mechanism that can cause some undesirable effects discussed in our respiratory alkalosis chapter. The phosphate buffer system contains bases which accept hydrogen ions H+ and important for the regulation of urine pH. [4]
Review Questions
References
1: https://www.ncbi.nlm.nih.gov/books/NBK526028/
2: Fluid, Electrolyte and Acid-Base Disorders: Clinical Evaluation and Management | SpringerLink
3: https://view.officeapps.live.com/op/view.aspx?src=https%3A%2F%2Fwww.asep.org%2Fasep%2Fasep%2FBloodAcid-BaseBuffering.doc&wdOrigin=BROWSELINK
4: :https://www.ncbi.nlm.nih.gov/books/NBK507807/