DRUGS AND SUPPLEMENTS

Milliequivalent and millimole calculations and conversions

March 22, 2017

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Milliequivalent and millimole calculations and conversions

Natural Standard Monograph, Copyright © 2013 (www.naturalstandard.com). Commercial distribution prohibited. This monograph is intended for informational purposes only, and should not be interpreted as specific medical advice. You should consult with a qualified healthcare provider before making decisions about therapies and/or health conditions.

Definitions & Calculations

  • Note: Use of equivalents and milliequivalents is valid only for those substances that have fixed ionic valences (e.g. sodium, potassium, calcium, chlorine, magnesium bromine, etc). For substances with variable ionic valences (e.g. phosphorous), a reliable equivalent value cannot be determined. In these instances, one should calculate millimoles (which are fixed and reliable) rather than milliequivalents.

Term

Definition

Calculations

Mole

Gram molecular weight of a substance (a.k.a. molar weight)

6.022 x 1023 entities

Millimole (mM)

Milligram molecular weight of a substance (a millimole is 1/1000 of a mole)

Weight of a substance (milligrams) Milliequivalents (valence of ion) Moles x 1000

Equivalent weight

Gram weight of a substance which will combine with or replace 1 gram (1 mole) of hydrogen; an equivalent weight can be determined by dividing the molar weight of a substance by its ionic valence.

Moles x valence of ion

Miilliequivalent (mEq)

Milligram weight of a substance which will combine with or replace 1 milligram (1 millimole) of hydrogen (a milliequivalent is 1/1000 of a equivalent)

Millimoles x valence of ion Equivalents x 1000 [Molecular weight (grams) / valence] x [1/1000]

Valences and Atomic Weights of Selected Ions

  • Note: The molecular weight of phosphorus only is approximately 31 grams, and sulfur only is 32 grams.

Substance

Electrolyte

Valence

Molecular weight (grams)

Calcium

Ca2+

2

40

Chloride

Cl-

1

35.5

Magnesium

Mg2+

2

24

Phosphate

HPO4- (80%)

1.8

961

Phosphate pH = 7.4

H2PO4- (20%)

1.8

961

Potassium

K+

1

39

Sodium

Na+

1

23

Sulfate

SO4-

2

961

Milliequivalents

  • Milliequivalent conversation equations are shown in the table below. Selected approximate milliequivalents and weights of selected ions are also listed below.

Milliequivalent converstion desired

Conversion equation

Mg/100mL --> mEq/L

[(mg/100mL) x 10 x valence] / atomic weight = mEq/L

mEq/L --> mg/100mL

[(mEq/L) x atomic weight] / 10 x valence = mg/100mL

mEq/L --> volume of percent of a gas

[(mEq/L) x 22.4 / 10] = volume percent

Salt

mEq/g Salt

mg Salt/mEq

Calcium carbonate [CaCO3]

20

50

Calcium chloride [CaCl2 * 2H2O]

14

74

Calcium gluceptate [Ca(C7H13O8)2]

2

245

Calcium gluconate [Ca(C6H11O7)2 * H2O]

5

244

Calcium lactate [Ca(C3H5O3)2 * 5H2O]

7

154

Magnesium gluconate [Mg(C6H11O7)2 * H2O]

5

216

Magnesium oxide [MgO]

50

20

Magnesium sulfate [MgSO4]

17

60

Magnesium sulfate [MgSO4 * 7H2O]

8

123

Potassium acetate [K(C2H3O2)]

10

98

Potassium chloride [KCl]

13

75

Potassium citrate [K3(C6H5O7) * H2O]

9

108

Potassium iodide [KI]

6

166

Sodium acetate [Na(C2H3O2)]

12

82

Sodium acetate [Na(C2H3O2) * 3H2O]

7

136

Sodium bicarbonate [NaHCO3]

12

84

Sodium chloride [NaCl]

17

58

Sodium citrate [Na3(C6H5O7) * 2H2O]

10

98

Sodium iodine [NaI]

7

150

Sodium lactate [Na(C3H5O3)]

9

112

Zinc sulfate [ZnSO4 * 7H2O]

7

144

Definitions and Equations

  • Select abbreviations, definitions, and disorders listed below.

Abbreviation

Definition

Aa gradient

Alveolar arterial oxygen gradient

FiO2

Inspired oxygen (expressed as a fraction) (0.21 in room air)

PaCO2

Arterial partial pressure carbon dioxide (mmHg)

PaO2

Arterial partial pressure oxygen (mmHg)

PIO2

Oxygen partial pressure of inspired gas (mmHg) (150mmHg in room air at sea level)

R

Respiratory exchange quotient (typically 0.8, increases with high carbohydrate diet, decreases with high fat diet)

Equation name

Calculation

Water deficit Note: Body weight is estimated weight in kg when fully hydrated; Na+ is serum or plasma sodium. Use corrected Na+ if necessary. Consult medical references for recommendations for replacement of deficit.

0.6 x body weight [1-140/Na+0]

Total serum calcium corrected for albumin level

[(Normal albumin - patient's albumin) x 0.8] + patient's measured total calcium

Acid base assessment (Henderson- Hasselbach equation)

pH = 6.1 + log((HCO3-/(0.03)(pCO2))

Alveolar gas equation

PIO2 = FiO2 x (total atmospheric pressure - vapor pressure of H2O at 37oC) PIO2 = FiO2 x (760mmHg - 47mmHg) PAO2 = PIO2 - PACO2 / R

Alveolar/arterial oxygen gradient (Aa gradient) Normal ranges: Children 15-20mmHg Adults 20-25mmHg

PAO2 - PaO2 [(713) (FiO2 - (PaCO2 / 0.8))] - PaO2

Acid-base equation

H+ (in mEq/L) = (24 x PaCO2) / HCO3-)

Corrected Na+ Note: Do not correct for glucose <150.

Measured Na2+ [1.5 x (glucose - 150 / 100)]

Acid-base disorders

Acute metabolic acidosis

PaCO2 expected = 1.5 (HCO3-) + 8 ± 2 or expected decrease in PaCO2 = 1.3 (1-1.5) x decrease in HCO3-

Acute metabolic alkalosis

Expected increase in PaCO2 = 0.6 (0.5-1) x increase in HCO3-

Acute respiratory acidosis (<6h duration)

For every PaCO2 increase of 10mmHg, HCO3 increases by 1mEq/L

Chronic respiratory acidosis (>6h duration)

For every PaCO2 increase of 10mmHg, HCO3 increases by 4mEq/L

Acute respiratory alkalosis (<6h duration)

For every PaCO2 decrease of 10mmHg, HCO3 decreases by 2mEq/L

Chronic respiratory alkalosis (>6h duration)

For every PaCO2 decrease of 10mmHg, HCO3 decreases by 5mEq/L

Osmolality

  • Osmolality: The summed concentrations of all osmotically active solute particles

  • Normal range: 285-295mOsm/L

  • Predicted serum osmolality: 2 Na+ + (glucose (mg/dL) / 18) + (BUN (mg/dL) / 2.8)

  • Differential diagnosis of increased serum osmolal gap (>10mOsm/L): medications and toxins, alcohols (ethanol, methanol, isopropanol, glycerol, ethylene glycol), mannitol.

  • Osmolal gap = measure Osm - calculated Osm

  • Normal: 1 to 10

  • Abnormal: >10

  • Probably lab or calculation error: <0

Bicarbonate Deficit

  • HCO3- deficit = (0.4 x wt in kg) x (HCO3- desired - HCO3- measured)

  • Note: In clinical practice, the calculated quantity may differ markedly from the actual amount of bicarbonate needed or that which may be safely administered.

Anion Gap

  • Anion gap: The difference in concentration between unmeasured cation and anion equivalents in serum.

  • Anion gap = Na+ - (Cl + HCO3-)

  • The normal anion gap is 10-14mEq/L

  • Differential diagnosis of increased anion gap acidosis: organic anions, lactate (sepsis, hypovolemia, seizures, large tumor burden), pyruvate, uremia, ketoacidosis (hydroxybutyrate and acetoacetate), amino acids and their metabolites, other organic acids, inorganic anions, hyperphosphatemia, sulfates, nitrates.

  • Differential diagnosis of decreased anion gap: organic cations, hypergammaglobulinemia, inorganic cations, hyperkalemia, hypercalcemia, hypermagnesemia, medications and toxins, lithium, hypoalbuminemia.

Reticulocyte Index

  • (% reticulocyte / 2) x (patient's Hct / normal Hct) or (% reticulocyte / 2) x (patient's Hgb / normal Hgb)

  • Normal index = 1.0

  • Good marrow response = 2.0 - 6.0

Copyright © 2013 Natural Standard (www.naturalstandard.com)

The information in this monograph is intended for informational purposes only, and is meant to help users better understand health concerns. Information is based on review of scientific research data, historical practice patterns, and clinical experience. This information should not be interpreted as specific medical advice. Users should consult with a qualified healthcare provider for specific questions regarding therapies, diagnosis and/or health conditions, prior to making therapeutic decisions.

Updated:  

March 22, 2017