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Zorluk: OrtaPharmacological and Parenteral Therapies

A nurse is caring for a client with a pulmonary embolism who requires a continuous IV infusion of heparin. The client's weight is 176 lbs176\text{ lbs}. The healthcare provider prescribes heparin at a rate of 18 units/kg/hr18\text{ units/kg/hr}. The available medication is heparin sodium 25,000 units25,000\text{ units} in 250 mL250\text{ mL} of 0.9%0.9\% sodium chloride. What rate should the nurse program into the infusion pump in mL/hr\text{mL/hr}? Record your answer using one decimal place.

Cevap: 14.4 mL/hr

Cevap

14.4
The correct infusion rate of 14.4 mL/hr14.4\text{ mL/hr} is achieved by first converting the client's weight to 80 kg80\text{ kg}. Next, the weight is multiplied by the prescribed 18 units/kg/hr18\text{ units/kg/hr} to find an hourly dose of 1,440 units/hr1,440\text{ units/hr}. Finally, since the IV bag concentration is 100 units/mL100\text{ units/mL} (derived from 25,000 units/250 mL25,000\text{ units} / 250\text{ mL}), dividing the hourly dose by the concentration yields the correct pump setting.

Adım Adım Çözüm

1
Convert the client's weight from pounds to kilograms.
176 lbs÷2.2 lbs/kg=80 kg176\text{ lbs} \div 2.2\text{ lbs/kg} = 80\text{ kg}
The medication is prescribed in units per kilogram, requiring a weight conversion to metric units.
2
Calculate the hourly dose of heparin in units.
80 kg×18 units/kg/hr=1,440 units/hr80\text{ kg} \times 18\text{ units/kg/hr} = 1,440\text{ units/hr}
This determines the exact amount of active medication the client needs every hour based on their body weight.
3
Calculate the infusion pump rate in mL/hr.
1,440 units/hr÷100 units/mL=14.4 mL/hr1,440\text{ units/hr} \div 100\text{ units/mL} = 14.4\text{ mL/hr}
The concentration is 25,000 units÷250 mL=100 units/mL25,000\text{ units} \div 250\text{ mL} = 100\text{ units/mL}. Dividing the hourly dose by the concentration provides the volume to be infused per hour.

Anahtar Kavram

Weight-based continuous intravenous infusion calculation
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