im going to disagree with that one. 1 amp of bicarb has osmolarity of 2000 mosm per LITER. 1 Amp of bicarb is 50 mL, so 100 mosm. pushing 1-2 amps of bicarb is unlikely to quickly improve your pressures due to fluid shift, because otherwise, me dumping 1L of fluid thru my central line would bump up my pressure as well since i'm directly increasing vascular volume.
Background: Nephrology fellow who is applying for critical care this year. Let me show you how just two ampules of NaHCO3 can increase the blood pressure via some calculations...
First off, the intravascular volume is influenced by the
tonicity (otherwise known as
effective osmolality which is not the same as
osmolality, If you want an analogy, think of a hypervolemic patient with HF. The patient is hypervolemic but has a low effective arterial blood volume. What really counts is the effective arterial blood volume and not the total body water. Same for osmolality. What really counts is the tonicity or effective osmolality and not just osmolality).
In this example, let's use a 60 kg man with an estimated total body water of 50% (total body water estimation for men usually ranges from 50-65% of total body weight). Therefore, this 60 kg man has a total body water of 30 kg or 30 L (1 kg = 1 L).
The distribution of total body water in a human body can be estimated as 1/3 being in the extracellular fluid (ECF) space and 2/3 being in the intracellular fluid (ICF) space. Therefore, this man's ECF volume is 10 L and his ICF volume is 20 L.
The usual
effective osmolality can be calculated as: Effective osm = 2(serum Na concentration) + (glucose/18)
The BUN is not an effective osmole as its concentration rapidly equalizes between the ECF and ICF compartments. Effective osmoles are substances that cannot equalize between two compartments due to a semi-permeable membrane separating the ECF and ICF compartments. Note that what you usually calculate is the
osmolality of the serum and
NOT the
effective osmolality when faced with a scenario in which you're trying to see if there's a osmolar gap or not.
In order to keep this calculation as simple as possible, I will assume that only the serum Na concentration contributes to the effective osmolality. Therefore, the effective osmolality per liter is 280 mOsm/kg H2O (2 x 140 mmol/L). Given that the total body water of this man is 30 L, this man's total effective osmoles is 8400 mOsm (280 mOsm/kg H2O x 30 L; again, remember that 1 L = 1 kg and so the units can be interchangeable and cancel appropriately)
So, to recap:
This man has a total body water of 30 L (20 L in the ICF compartment and 10 L in the ECF compartment)
This man has a an effective osmolality of 280 mOsm/kg H2O, and his total body effective osmoles is 8400 mOsm
Now, let's give this man two ampules of NaHCO3.
An ampule of NaHCO3 has 8.4% NaHCO3. The volume of an ampule is 50 mL. Therefore, in one ampule of 8.4% NaHCO3, there are 4.2 g of NaHCO3. Going back to general chemistry, the molecular weight of NaHCO3 is 84.01 g/mol. Calculating moles and converting to millimoles (mmol) will get you that there are approximately 50 mmol of NaHCO3 in one 8.4% ampule of NaHCO3. Because NaHCO3 has a molar ratio of 1 mol Na for every 1 mol of HCO3, there are 50 mmol of Na and 50 mmol of HCO3 in one 8.4% ampule.
Therefore, two 8.4% ampules of NaHCO3 contains 100 mmol Na and 100 mmol of HCO3
Because Na and HCO3 can be thought of as effective osmoles, the total effective osmoles in two 8.4% ampules of NaHCO3 is 200 mOsm
Now... Going back to the patient...
Giving the patient two 8.4% ampules of NaHCO3 will increase the total effective osmole content to 8600 mOsm (200 + 8400)
The total body water will increase by 100 mL because two 8.4% ampules of NaHCO3 has a total volume of 100 mL
Now, we must calculate the new effective osmolality of the body. The new effective osmolality is equal to 8600 mOsm / 30.1 L
The new total body water is 30.1 L because, again, the patient originally had 30 L of total body water and we added 100 mL with two ampules
The new effective osmolality is 285.7 mOsm/kg H2O
Keep in mind that the effective osmolality in the ICF compartment is the same as the effective osmolality in the ECF compartment. If they were not the same, then fluid would shift (via osmosis) until the effective osmolality of the two compartments become equal.
Now, we will calculate the new ICF compartment volume.
The new effective osmolality of the ICF compartment is 285.7 mOsm/kg H2O and the total effective osmole content of the ICF compartment is 5600 mOsm
The total effective osmole content of the ICF was obtained originally by using 280 mOsm/kg H2O multiplied by the ICF compartment volume, 280 x 20 = 5600). The addition of effective osmoles (as in this case with the two ampules of NaHCO3)
DOES NOT change the total effective osmoles of the ICF compartment because, remember, effective osmoles cannot easily pass through a semi-permeable membrane.
Therefore, the new ICF compartment volume is 19.6 L (5600 mOsm / 285.7 mOsm/kg H2O).
The ICF compartment has lost 0.4 L or 400 mL with the addition of two 8.4% ampules of NaHCO3. Where did the water go? It went into the ECF compartment.
The new ECF compartment volume is now 10.5 L
The original ECF compartment volume was 10 L. Giving the two ampules adds a volume of 100 mL. The remaining 400 mL comes from the fluid shift from the ICF compartment to the ECF compartment due to the change in effective osmolality.
Thus... Giving two 8.4% ampules of NaHCO3 is approximately equal to bolusing the patient 500 mL of normal saline. It's not too difficult to now see how giving ampules of NaHCO3 can increase the blood pressure.
I hope that made sense.