Applied Pharmacology 7, Drug dose calculations
TLDRThe transcript discusses various drug calculations essential for medical professionals. It explains how to determine the correct dosage of medications like aspirin, flucloxacillin, pethidine, morphine, and insulin, based on their concentrations and the patient's weight or prescribed dose. The importance of accurate calculations is emphasized, as mistakes can lead to ineffective treatment or harmful side effects. The use of equations and straightforward calculations are presented as methods to confirm the correct volume of drugs to administer. The transcript also covers scenarios like administering one liter of solution over a specific time and calculating doses based on kilogram weight.
Takeaways
- 💊 Aspirin tablets commonly come in 300 milligram doses, with dosage calculations based on multiples of the tablet size.
- 💊 For certain medications like flucloxacillin, the dosage is determined by the milligram strength of the medication and the prescribed dose.
- 💊 Pethidine is an example of a medication where the concentration is given in milligrams per volume (e.g., 50 milligrams in 2 mils), requiring volume calculations for the correct dose.
- 💊 The concept of 'want got x in' is introduced as a method to calculate the volume of medication needed, using the formula (desired dose / concentration) * original volume.
- 💊 Morphine is used as an example of a drug where the dosage is calculated based on a known concentration in the solution (e.g., 10 milligrams in 5 mils).
- 💊 The importance of accurate drug calculations is emphasized, as errors can have serious consequences for patients.
- 💊 Insulin is a highly potent medication, with calculations based on international units per milliliters, requiring precise dosing due to its potency.
- 💊 The script provides a detailed example of calculating the volume of gentamicin needed based on the patient's weight and the concentration of the drug.
- 💊 The calculation of dosages and volumes for administration over time, such as one liter of solution over six hours, is discussed with a focus on practical application.
- 💊 The script concludes with a real-world example of calculating a child's dose of paracetamol based on weight, highlighting the need for personalized medication calculations.
Q & A
What is the dosage of aspirin mentioned in the script?
-The dosage of aspirin mentioned in the script is 300 milligrams per tablet.
How many tablets of aspirin would be given for a 900-milligram dose?
-For a 900-milligram dose of aspirin, three tablets would be given, as each tablet is 300 milligrams.
What is the dosage of flucloxacillin capsules as prescribed in the script?
-The prescribed dosage of flucloxacillin capsules in the script is 750 milligrams.
How many flucloxacillin capsules should be administered for the prescribed dose?
-For the prescribed dose of 750 milligrams, three capsules of flucloxacillin should be administered, each containing 250 milligrams.
What volume of pethidine solution contains 60 milligrams of the drug?
-To administer a dose of 60 milligrams of pethidine, 2.4 milliliters of the solution should be given, which contains 50 milligrams per 2 milliliters.
What is the volume of the elixir that contains 10 milligrams of the drug?
-The volume of the elixir containing 10 milligrams of the drug is 0.4 milliliters, derived from the given concentration of 50 milligrams in 2 milliliters.
How much morphine elixir should be administered for a 7.5-milligram dose?
-For a 7.5-milligram dose of morphine, 3.75 milliliters of the elixir should be administered, with the concentration being 10 milligrams in 5 milliliters.
What is the maximum daily dose of paracetamol for an 80-kilogram adult?
-The maximum daily dose of paracetamol for an 80-kilogram adult is 4 grams (1 gram four times a day), considering the dosage of 15 milligrams per kilogram, four times a day.
How much volume of Cal Poly elixir should be given for a single dose to an 18-kilogram child?
-For a single dose to an 18-kilogram child, 5.4 milliliters of Cal Poly elixir should be given, which contains 250 milligrams per 5 milliliters, to achieve the required 270 milligram dose.
How many drops per minute should be administered for one liter of normal saline over two hours with a giving set that gives 20 drops per millilit liter?
-For one liter of normal saline to be given over two hours, 167 drops per minute should be administered, considering the giving set gives 20 drops per millilit liter.
What is the volume of fluid to be given per minute with a volumetric pump for a prescription of 250 milliliters over 90 minutes?
-For a prescription of 250 milliliters over 90 minutes, the volumetric pump should be set to administer 2.8 milliliters per minute.
Outlines
💊 Aspirin and Drug Calculations
The paragraph discusses the process of calculating drug dosages, using aspirin as an example. It explains how to determine the number of tablets or capsules required to reach a specific dosage, emphasizing the importance of accuracy in medication calculations. The nurse outlines the method for calculating aspirin dosages in milligrams, adjusting from a standard 300-milligram tablet to other quantities such as 600 milligrams for two tablets. The paragraph also touches on other medications like flucloxacillin and pethidine, illustrating how to calculate the required number of capsules or volume of liquid based on the prescribed dosage and the available forms of the medication.
📊 Understanding Drug Concentrations and Calculations
This paragraph delves deeper into the mathematical aspect of drug calculations, focusing on understanding drug concentrations and using them to determine the correct dosage. The nurse explains how to calculate the volume of a drug like pethidine, given in milligrams per mil. The explanation includes using basic division and multiplication to find the equivalent volume for a prescribed dosage. The paragraph also introduces the concept of using an equation to cross-check calculations, ensuring accuracy and confidence in the dosage being administered. The use of the equation is demonstrated with a practical example, showing that both the old-fashioned method and the equation yield the same result, reinforcing the importance of precision in medication administration.
🥄 Dosage Calculations for Different Medications
The paragraph continues the discussion on drug calculations, applying the principles to various medications such as morphine and pethidine. The nurse explains how to calculate the required volume of a drug based on its concentration and the prescribed dosage. The process involves understanding the relationship between the desired dosage, the available concentration, and the volume of the medication. The paragraph also reiterates the importance of using a calculator to confirm calculations, especially when dealing with potent drugs like morphine. The nurse provides a step-by-step breakdown of how to calculate the dosage for different scenarios, emphasizing the need for accuracy to ensure patient safety.
🏥 Clinical Application of Drug Calculations
In this paragraph, the focus shifts to the practical application of drug calculations in a clinical setting. The nurse discusses how to prepare and administer medications like vancomycin and gentamicin based on the patient's weight and the prescribed dosage. The explanation includes calculating the required volume of medication, taking into account the concentration provided by the manufacturer. The paragraph also highlights the importance of precision in medication administration, particularly with drugs like gentamicin, which can have serious side effects if not administered correctly. The nurse provides a detailed walkthrough of the calculation process, ensuring that the correct dosage is given to meet the patient's needs.
🍃 Dosage Calculations for Insulin
The paragraph discusses the unique aspects of calculating insulin dosages, given that insulin is measured in international units rather than milligrams. The nurse explains the standardization of insulin strength, with 100 international units per milliliter being the norm. The explanation covers how to convert international units to milliliters and the importance of using specialized insulin syringes for precise administration. The paragraph also touches on the potency of insulin and the small volumes typically administered, emphasizing the need for accurate measurement and the potential for variation in sensitivity among patients. The nurse provides practical examples of how to set insulin dosages using a syringe and the importance of precision in diabetes management.
🕰️ Time-based Administration of Medications
This paragraph explores the concept of administering medications over a specific time period, using the administration of Hartman's solution and normal saline as examples. The nurse explains how to calculate the rate of administration in milliliters per minute to ensure that a certain volume is given over a set period, such as one liter over six hours. The explanation includes converting hours to minutes and determining the number of drops per minute based on the giving set's drop factor. The paragraph also discusses the practical aspects of using volumetric pumps and the importance of accurate timing in medication delivery, ensuring that the prescribed dosage is given correctly and safely.
🧒 Pediatric Dosage Calculations for Paracetamol
The paragraph focuses on calculating dosages for pediatric patients, specifically using paracetamol as an example. The nurse explains the pharmacologist's recommendation of 15 milligrams per kilogram of body weight, and how to calculate the appropriate dosage for a child based on their weight. The explanation includes determining the maximum daily dose and the number of times the medication should be given. The paragraph also touches on the difference in dosage calculation for adults compared to children, and the importance of adjusting dosages based on ideal body weight rather than actual weight in some cases. The nurse provides a detailed example of calculating a single dose for an 18-kilogram child and how to adjust the volume of a cal-poly elixir to achieve the desired dosage.
Mindmap
Keywords
💡Aspirin
💡Flucloxacillin
💡Pethidine
💡Morphine
💡Drug Calculations
💡Concentration
💡Dosage
💡Milliliters (mils)
💡Pharmacologist
💡Paracetamol
💡Volumetric Pump
Highlights
Aspirin tablets come in 300 milligram doses, with one tablet equaling 300 milligrams.
For a dose of 900 milligrams of aspirin, three tablets are needed, as each tablet is 300 milligrams.
Flucloxacillin capsules are supplied in 250 milligram doses, with three capsules required for a 750 milligram dose.
To administer a 1000 milligram dose of flucloxacillin, four 250 milligram capsules should be given.
Pethidine is available in a concentration of 50 milligrams per 2 mils, requiring calculations to determine the correct volume for a 60 milligram dose.
For a 60 milligram dose of pethidine, 2.4 mils of the fluid should be administered, calculated by dividing the desired dose by the concentration per mil.
The dose calculation equation is Want/Got x In = Out, where Want is the desired dose, Got is the provided drug concentration, and In is the original volume.
Morphine is supplied in a solution with 10 milligrams per 5 mils, allowing for precise dosing based on the known concentration.
For a prescribed dose of 7.5 milligrams of morphine, 3.75 mils of the elixir should be administered.
The importance of accurate drug calculations is emphasized, as mistakes can赌ect patient lives.
Paracetamol (acetaminophen) is commonly given at 15 milligrams per kilogram, four times a day.
An 18 kilogram child would require 270 milligrams of paracetamol per dose, calculated by multiplying the child's weight by the recommended 15 milligrams per kilogram.
A 250 milligram per 5 mils concentration of paracetamol elixir would require 5.4 mils to be administered for a 270 milligram dose.
Both traditional calculation methods and the dose calculation equation can be used to determine the correct volume of drug to administer.
For an 80 kilogram adult, the dose of paracetamol would be 1200 milligrams, or 1 gram, given four times a day.
The maximum daily dose of paracetamol for adults is advised to not exceed 4 grams, given in four divided doses.
In clinical practice, a liter of Hartman's solution can be administered over six hours at a rate of 2.8 mils per minute.
When using a volumetric pump, the pump should be set to administer 2.8 mils per minute for a 250 mil dose over 90 minutes.
For a one-liter prescription of normal saline over two hours, the giving set should be set at 167 drops per minute, considering 20 drops per mill.
Transcripts
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