Injectable Medications and Intravenous Fluids—Part II



2. A medication order calls for 400,000 units of penicillin G sodium to be added to 1 liter of D5W. Available in the pharmacy is a vial containing 5,000,000 units. The manufacturer directions are to add 8 mL of diluent to get a concentration of 500,000 units/mL. How many milliliters of the reconstituted solution will be needed to prepare the order?


Solution. 0.8 mL


CALCULATIONS


400,000 units × mL/500,000 units = 0.8 mL




3. A pharmacist needs to prepare a medication order that calls for 7,500 units of polymixin B sulfate added to 100 mL normal saline. The source of polymixin sulfate is a vial containing 50,000 units of the dry powder. The directions on the vial are to add 9.4 mL of diluent to obtain a concentration of 5,000 units per milliliter. How many mL of the reconstituted solution should be withdrawn and added to the NS bag?


Solution. 1.5 mL


CALCULATIONS


7,500 units × mL/5,000 units = 1.5 mL




4.








Penicillin G sodium     7,500 units/mL
Sterile water for injection (SWFI)      ad     20 mL

The source of penicillin G sodium is a vial containing 5,000,000 units of the dry powder. The directions on the vial are to add 18 mL of diluent to obtain a concentration of 250,000 units per milliliter. How many mL of the reconstituted solution should be withdrawn to prepare the prescription?



Solution. 0.6 mL


CALCULATIONS


7,500 units/mL × 20 mL = 150,000 units needed



j = 0.6 mL


Take 0.6 mL of the reconstituted solution and add SWFI q.s. to 20 mL.


Changing Final Concentration of Reconstituted Solution when Dry Powder does not Account for Volume



5. Most injectable drugs available as dry powders are not very bulky and their contribution to the final volume by the solid material is considered negligible. In these cases, calculations of volume of solvent needed to produce a desired concentration (other than the one provided by the manufacturer) are relatively simple and direct.

A pharmacist has on hand a vial containing 200,000 units of penicillin G potassium. Assuming that the volume occupied by the penicillin G potassium is negligible, how much diluent must he add to obtain a solution containing 50,000 units/mL?


equation


Using a vial containing 1,000 mg of methicillin sodium and sterile water for injection (SWFI) as the diluent, explain how a pharmacist would prepare the following order


equation


Dissolve 1,000 mg vial in 5 mL SWFI, use 2 mL of reconstituted solution (=400 mg) and q.s. to 10 mL.


By dimensional analysis:


of reconstituted solution and q.s. to 10 mL with SWFI


In practice, any multiple of 2 and 5 will provide the correct reconstitution, assuming that the ratio 2:5 is maintained and remembering that the powder needs to be completely dissolved. Another limitation for reconstitution of injections is the use of syringes and needles, which limits the volumes measured.




6. A physician prescribes 20 g of an ointment containing 15,000 units of penicillin G potassium per gram of ointment. The pharmacist has vials containing 500,000 units of crystalline penicillin G potassium and 5-mL vials of SWFI. Assuming there will be no change in volume of reconstituted solution caused by the powdered drug, how would the pharmacist compound the prescription?


Solution. Reconstitute 500,000 units vial with 5 mL SWFI, take 3 mL and incorporate in sufficient ointment base to make a total of 20 g. (The ointment base would have to be capable of absorbing this volume of aqueous liquid.)


CALCULATIONS


15,000 units/g × 20 g = 300,000 units needed


300,000 units needed/500,000 units available = 3/5


Thus, 3/5 of a vial is needed. If one vial is dissolved in 5 mL of diluent, 3 mL will contain 300,000 units needed for the prescription.


One could also reconstitute the powder with 10 mL and use 6 mL to obtain 300,000 units. However, the minimum volume possible should be utilized to facilitate compounding and maintain the physical characteristics of the ointment.




7. A compounding pharmacist is asked to prepare a nose drops according to the formula provided below. Penicillin G potassium is available as powder for reconstitution in vials, each containing 200,000 units of crystalline penicillin G potassium. How would he obtain the drug needed in compounding the prescription?

equation



Solution. Reconstitute the powder with 20 mL diluent and use 7.5 mL to prepare the prescription.


CALCULATIONS


2,500 units/mL × 30 mL = 75,000 units needed


75,000 units/200,000 units = 7.5/20


The pharmacist will reconstitute a 200,000 units vial with 20 mL 0.9% NaCl, take 7.5 mL of this dilution and q.s. to 30 mL to get 2,500 units/mL required in prescription.


Changing Final Concentration of Reconstituted Solution when Dry Powder Contributes to Final Volume



8. Sometimes the dry powder accounts for a considerable volume of the final constituted solution, such as in oral powders for reconstitution and some bulky injectables. The calculations of volume of solvent needed to produce a desired concentration will then need to consider the powder bulk and the volume it will occupy.

The package insert of a vial containing 2 g of Rocephin® (ceftriaxone sodium) specifies that when 7.2 mL of normal saline are added to the dry powder, the final concentration is 250 mg/mL. How many milliliters of normal saline should be used to prepare the following solution?













Rocephin® 2 g

Normal Saline q.s.

Sig. 50 mg in 1 mL by I.M. injection


8 mL − 7.2 mL (diluent) = 0.8 mL (vol. occupied by powder)


2,000 mg × = 40 mL (total volume needed for Rx)


40 mL − 8 mL = 39.2 mL normal saline (to prepare the prescription)




9. Label instructions for a 2.5 g ampicillin product state that when 78 mL of purified water are added to the powder, 100 mL of constituted suspension containing 125 mg of ampicillin per 5 mL results. How many milliliters of purified water should the pharmacist add to the dry powder to prepare a prescription that calls for 100 mg/tsp?


Solution. 103 mL


CALCULATIONS


100 mL − 78 mL = 22 mL (volume occupied by the powder)


2,500 mg × = 125 mL of purified water


But, dry powder occupies 22 mL of volume, then,
125 mL − 22 mL = 103 mL of purified water should be added to get 100 mg/tsp.




10. Penicillin G sodium is available in the hospital pharmacy in vials containing 5,000,000 units of drug. The directions on the vial are to reconstitute the powder with 23 mL of SWFI to obtain a concentration of 200,000 units/mL. The pharmacist needs to prepare a medication order that calls for 125,000 units per milliliters for IM injection. How many milliliters of SWFI should the pharmacist add to the dry powder to prepare the desired strength?


Solution. 38 mL of SWFI


CALCULATIONS


5,000,000 units × mL/200,000 units = 25 mL (volume of reconstituted solution)


25 mL − 23 mL = 2 mL (volume occupied by the powder)


5,000,000 units × mL/125,000 units = 40 mL of SWFI


Dry powder occupies 2 mL of volume.


40 mL − 2 mL = 38 mL of SWFI should be added to get 125,000 units/mL.


Insulin, Heparin and Other Calculations Involving Units of Activity



11. Insulin, heparin, and some antibiotics, vitamins and biologics have their activity expressed as units of activity such as USP units, International Units (I.U), μg of activity/g or mg, etc. It is important to understand that one drug’s unit of potency has no relationship with the units of another drug. For example, insulin units are different from heparin units, which are different from penicillin units, and so on. Basically, each drug uses a unit system that has its own conversion factor and is based on some biologic assay. Some examples are shown in Table 10.1.

TABLE 10.1 Some drugs expressed in units of activity and their strength equivalents (USP 26/2003, Official Monographs)




















































































Drug Units of activity
Amoxicillin NLT 900 μg and NMT 1050 μg Amoxicillin per mg
Amphotericin B NLT 750 μg Amphotericin B per mg
Antihemophilic factor NLT 100 Antihemophilic factor units per gram of protein
Bacitracin NLT 40 Bacitracin units per mg
Cefepime NLT 825 μg and NMT 911 μg Cefepime per mg
Cefuroxime NLT 745 μg and NMT 875 μg Cefuroxime per mg
Chymotrypsin NLT 1000 USP Chymotrypsin units per mg
Chorionic gonadotropin NLT 1500 USP Chorionic gonadotropin units per mg
Clindamycin hydrochloride NLT 800 μg of Clindamycin per mg
Dactinomycin NLT 950 μg and NMT 1030 μg Dactinomycin per mg
Digitalis NLT 1 USP Digitalis unit per 100 mg dried leaf of Digitalis purpurea
Gentamicin sulfate NLT 590 μg of Gentamicin per mg
Heparin sodium NLT 140 USP Heparin units (not equivalent to IU) per mg
Hyaluronidase NMT 0.25 μg of Tyrosine per USP Hyaluronidase unit
Insulin NLT 26.5 USP Insulin units* per mg
Insulin human NLT 27.5 USP Insulin Human units# per mg
Lincomycin hydrochloride NLT 790 μg of Lincomycin per mg
Mumps skin test antigen NLT 20 CfU (complement-fixing units) per mL
Nystatin NLT 4400 USP Nystatin units per mg
Pancreatine NLT 25 USP units of Amylase activity, NLT 2 USP units of lipase activity and NLT 25 USP units of protease activity per mg
Penicillin G potassium NLT 1440 Penicillin G units and NMT 1680 Penicillin G units per mg
Rubella virus vaccine live NLT 1000 TCID50(tissue culture infectious dose) per 0.5 mL
Tetracycline NLT 975 μg of Tetracycline hydrochloride per mg
Typhoid vaccine 8 units per mL
Vancomycin hydrochloride NLT 925 μg of Vancomycin per mg
Vasopressin NLT 300 USP Vasopressin units per mg

* 1 USP Insulin unit = 0.0342 mg of pure Insulin derived from beef or 0.0345 mg of pure Insulin derived from pork.


# 1 USP Insulin Human unit = 0.0347 mg of pure Insulin human.


Doses of drugs designated in units are prescribed in units and measured in units. As mentioned earlier in this text, it is important to always spell out the word “units” following the number, since a poorly written “U” may be mistaken for a zero.




12. Insulin, a hormone produced by the pancreas and needed for treatment of diabetes mellitus, is commercially available in several types (based on duration of action, time of onset of action or peak action) and from several sources (human, beef or pork). All insulin preparations available in the USA are standardized to include 100 or 500 insulin units per milliliter of solution or suspension. Insulin products are designated as U-100 and U-500, meaning the strengths of the solutions or suspensions (U-500 is a concentrated solution available for hospital use only). Units of insulin are measured in insulin syringes, calibrated in units according to the strength of insulin to be used and requiring no calculation or conversion. In the absence of insulin syringes, a required dosage may be converted and measured in milliliters, using a 1 cc syringe.

Heparin represents a group of mucopolysaccharides that prevent or slow the formation of blood clots. Heparin is administered by intravenous (bolus or heparin drip) or deep subcutaneous route for treatment or prophylaxis of venous thrombosis. Salt forms of heparin (heparin sodium or calcium) are measured in units and commercial preparations are standardized to contain 140 USP heparin units per milligram. Dosages of heparin solutions are adjusted based on the patient’s blood coagulation tests (e.g. PTT = partial thromboplastin time) and the specific needs of the patient. For example, low doses (5,000 units, sub-Q) are used to provide effective prophylaxis for a variety of pre-surgical situations. Medium doses are used for patients with phlebitis, pulmonary emboli and during hip replacement surgery, while high doses are indicated for patients with massive pulmonary embolism. Whereas heparin is prescribed many times in a “per-day” basis or “as needed”, a weight-based heparin protocol has been the most used way of prescribing heparin. Pediatric doses are always calculated in a weight-based protocol.


Penicillins and several other antibiotics are also among the most common drugs with potencies expressed in units.


Occasionally, some biologics (diagnostic antigens, immune sera, bacterial vaccines) have strengths expressed in units of antigen per milliliter. We will discuss this subject in more detail in Chapter 12 (Immunizations).




13. You will notice through this section that most calculations involving units are extremely simple and may be solved by dimensional analysis or simple proportion.

A parenteral nutrition (PN) formulation calls for the addition of 20 units of insulin for each 100 mL of solution. A patient is to receive 1 liter of PN per day. You have in the pharmacy, 10 mL vials of Humulin® R, U-500 (500 units/mL). How many milliliters of this solution should be added to the patient’s PN to provide the required units in a daily dose?


1,000 mL × 20 units/100 mL = 200 units for daily dose


200 units × 1 mL/500 units = 0.4 mL


0.4 mL of U-500 should be added per day.




14. A patient undergoing hip replacement surgery was prescribed a heparin dose of 250 units/kg of body weight. How many milliliters of a solution of heparin sodium 10,000 units/mL should be administered, if the patient weighs 220 lb?


Solution. 2.5 mL


CALCULATIONS


220 lb × 1 kg/2.2 lb × 250 units/kg = 25,000 units


25,000 units × 1 mL/10,000 units = 2.5 mL




15. A pharmacist received a medication order to add 40,000 units of heparin sodium to 1 liter of Dextrose 5% in water for a 180 lb patient. The rate of the infusion was prescribed as 2,000 units per hour.

(a) What was the concentration of heparin sodium in the infusion, in units/mL?


(b) How long will the infusion run, in hours?


(c) What is the dose of heparin sodium received by the patient, on a unit/kg/minute basis?



Solution.



(a) 40 units/mL

(b) 20 hours

(c) 0.41 units/kg/min
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Jun 24, 2016 | Posted by in PHARMACY | Comments Off on Injectable Medications and Intravenous Fluids—Part II

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