Accurately calculate Intravenous (IV) flow rates based on patient weight for safe and effective medication administration. Essential for healthcare professionals.
Enter patient's weight in kilograms (kg).
Enter the prescribed dose of the drug per kilogram of body weight (e.g., mcg/kg, mg/kg).
mcg (micrograms)
mg (milligrams)
g (grams)
Select the unit for the drug dose.
Enter the total amount of drug in the IV bag (e.g., 500 mg).
Enter the total volume of the IV bag in milliliters (mL).
Enter the total time for infusion in hours.
Calculation Results
—mL/hr (Milliliters per Hour)
Total Drug Needed:—
Concentration (Drug/Volume):—
Total Infusion Time:—
Microdrops per Minute (if applicable):— (Assumes 60 drops/mL)
Formula Used:
The total amount of drug required is calculated by multiplying the patient's weight by the prescribed dose per kilogram. Then, the total volume needed is determined based on the drug concentration. Finally, the flow rate (mL/hr) is computed by dividing the total volume by the infusion time.
Calculations:
1. Total Drug Mass = Patient Weight (kg) * Drug Dose per Kg (unit/kg)
2. Total Volume (mL) = Total Drug Mass / (Drug Concentration (unit) / Volume (mL)) * (Units must be consistent or converted)*
3. Flow Rate (mL/hr) = Total Volume (mL) / Infusion Time (hr)
4. Microdrops/min = (Flow Rate (mL/hr) * 60 drops/mL) / 60 min/hr
Flow Rate vs. Time
Visualizing how the required flow rate (mL/hr) changes with different infusion durations.
Dose and Volume Breakdown
Parameter
Value
Unit
Patient Weight
—
kg
Drug Dose per Kg
—
—
Drug Concentration
—
—
IV Bag Volume
—
mL
Total Drug Required
—
—
Infusion Time
—
hr
Calculated Flow Rate
—
mL/hr
What is IV Flow Rate Calculation Based on Weight?
Calculating IV flow rate based on weight is a critical process in healthcare used to determine the precise speed at which an intravenous fluid or medication should be administered to a patient. This method is paramount when the dosage of a medication is directly proportional to the patient's body mass, a common practice for many potent drugs, pediatric medications, and critically ill patients. The goal is to ensure therapeutic efficacy while minimizing the risk of adverse effects due to under- or over-dosing. Accurate IV flow rate calculation based on weight is fundamental to safe medication administration, ensuring patients receive the correct amount of drug over the appropriate time period. It's a cornerstone of pharmacokinetic management, where drug concentration in the body is carefully controlled.
Who Should Use It?
This calculation is primarily performed by qualified healthcare professionals, including:
Registered Nurses (RNs)
Licensed Practical Nurses (LPNs/LVNs)
Physicians
Pharmacists
Other healthcare providers involved in medication administration.
It's especially vital in settings like intensive care units (ICUs), emergency departments, pediatric wards, and operating rooms where precise medication titration is often required. The principles are also taught in nursing schools and medical programs as part of pharmacology and clinical skills training.
Common Misconceptions
Several misconceptions surround IV flow rate calculations based on weight:
"All IVs are the same rate": This is false. Rates vary wildly based on drug, concentration, patient weight, and clinical condition.
"Weight is the only factor": While weight-based dosing is crucial, other factors like age, renal function, liver function, and specific condition influence the final dose and rate.
"Calculations are always simple multiplication": While the core formula is straightforward, unit conversions (e.g., mcg to mg) and understanding concentration can add complexity.
"Manual calculation is always accurate": Human error is possible. Using validated calculators like this one minimizes calculation mistakes, but a thorough understanding of the inputs is still essential.
IV Flow Rate Calculation Based on Weight Formula and Mathematical Explanation
The core principle behind calculating an IV flow rate based on a patient's weight is to first determine the total amount of medication needed for that specific individual, and then to figure out how quickly that medication needs to be infused to achieve the desired therapeutic effect within the prescribed timeframe.
Step-by-Step Derivation
Calculate Total Drug Mass Required: This is the initial step where the prescribed dosage per unit of body weight is applied.
Formula: Total Drug Mass = Patient Weight × Drug Dose per Kilogram
Determine Total Volume of Solution: This step relates the total amount of drug needed to the concentration of the drug within the IV solution. This requires understanding how much drug is present in a given volume of fluid.
Formula: Total Volume (mL) = (Total Drug Mass × Volume of Solution) / Concentration of Drug
*Note: Unit consistency is vital here. If concentration is given as "X mg per Y mL", you might need to rearrange.* A more direct way is often: Total Volume (mL) = Total Drug Mass / (Concentration in mg/mL)
If concentration is given as "Total Drug Amount / Total Volume", then: Total Volume = Total Drug Mass * (Total Volume of Bag / Total Drug in Bag)
For simplicity in the calculator, we assume concentration is given as a total amount in a specific volume, or we derive the concentration per mL. Let's use the common scenario where concentration is given as X mg per Y mL. If the bag contains 500mg in 100mL, the concentration is 5mg/mL. If we need 100mg, we'd need (100mg) / (5mg/mL) = 20mL.
The calculator simplifies this by asking for the total drug in the bag and the total volume of the bag.
Total Volume Needed (mL) = (Patient Weight * Drug Dose/kg) * (Volume of Bag / Total Drug in Bag)
Calculate the IV Flow Rate: Once the total volume to be infused is known, and the total time for infusion is specified, the flow rate can be calculated. This tells you how many milliliters of the IV solution should be delivered per hour.
Formula: Flow Rate (mL/hr) = Total Volume (mL) / Infusion Time (hr)
Calculate Drip Rate (Microdrops/minute): For manual drip IVs, the rate in drops per minute is often needed. Standard IV tubing often delivers 60 drops per mL (microdrip tubing).
Formula: Drip Rate (drops/min) = (Flow Rate (mL/hr) × Drops per mL) / Minutes per Hour
Simplified for 60 drops/mL: Drip Rate (drops/min) = Flow Rate (mL/hr)
Variable Explanations
Here's a breakdown of the variables used in the IV flow rate calculation based on weight:
Variable
Meaning
Unit
Typical Range
Patient Weight
The body mass of the individual receiving the IV infusion.
kg (kilograms)
0.5 kg (neonate) – 150+ kg (adult)
Drug Dose per Kilogram
The prescribed amount of medication to be given for each kilogram of the patient's body weight.
mcg/kg, mg/kg, g/kg
Varies widely based on drug potency (e.g., 1 mcg/kg to 500 mg/kg)
Drug Unit
The unit of measurement for the drug dose (e.g., micrograms, milligrams, grams).
mcg, mg, g
N/A
Concentration (Drug Amount)
The total amount of active drug present in the IV bag.
mcg, mg, g
Varies based on drug and preparation.
IV Bag Volume
The total volume of the diluent (e.g., saline, dextrose) in the IV bag.
mL (milliliters)
10 mL – 1000 mL
Infusion Time
The total duration over which the IV infusion is intended to be administered.
hr (hours), min (minutes)
0.1 hr (6 min) – 24+ hr
Flow Rate
The calculated speed at which the IV fluid should be infused.
mL/hr (milliliters per hour)
Calculated value, typically 1 mL/hr – 1000+ mL/hr
Drip Rate
The rate of fluid drops per minute, used for gravity-based infusions.
drops/min
Calculated value, dependent on flow rate and tubing factor.
Practical Examples (Real-World Use Cases)
Understanding the calculation in practice is key. Here are two scenarios demonstrating how this IV flow rate calculator based on weight is used:
Example 1: Antibiotic Dosing for a Child
A 25 kg pediatric patient needs an antibiotic. The prescription is 15 mg/kg, to be infused over 90 minutes. The available concentration is 100 mg of antibiotic in a 50 mL IV bag.
Inputs:
Patient Weight: 25 kg
Drug Dose per Kilogram: 15 mg/kg
Drug Concentration: 100 mg in 50 mL bag
Infusion Time: 90 minutes (convert to 1.5 hours)
Calculations:
Total Drug Needed: 25 kg * 15 mg/kg = 375 mg
Concentration per mL: 100 mg / 50 mL = 2 mg/mL
Total Volume Needed: 375 mg / (2 mg/mL) = 187.5 mL
The nurse must set the infusion pump to deliver 125 mL of the antibiotic solution per hour for 1.5 hours to safely administer the correct dose of 375 mg to the child. This ensures the medication is delivered effectively and safely based on the child's specific weight.
Example 2: Sedation Medication for an Adult
An adult patient weighing 80 kg requires a continuous infusion of a sedative. The ordered dose is 5 mcg/kg/min. The medication is supplied as 1000 mcg in 100 mL of normal saline. The infusion is to run continuously until further notice, but initial titration requires monitoring the rate. We'll calculate the rate for the first hour.
Inputs:
Patient Weight: 80 kg
Drug Dose per Kilogram: 5 mcg/kg/min
Drug Concentration: 1000 mcg in 100 mL bag
Infusion Time: 60 minutes (convert to 1 hour for rate calculation)
Calculations:
Total Drug Needed per Minute: 80 kg * 5 mcg/kg/min = 400 mcg/min
Total Drug Needed per Hour: 400 mcg/min * 60 min/hr = 24,000 mcg/hr
Convert mcg to mg: 24,000 mcg = 24 mg
Concentration per mL: 1000 mcg / 100 mL = 10 mcg/mL
Total Volume Needed per Hour: 24,000 mcg / (10 mcg/mL) = 2400 mL/hr
Flow Rate: 2400 mL/hr / 1 hr = 2400 mL/hr
Interpretation:
This calculation highlights a very high flow rate (2400 mL/hr). This situation often occurs with potent medications or large volume resuscitation fluids. It underscores the importance of understanding the drug's properties and infusion limits. In clinical practice, such a high rate might require specialized pumps, larger bags, or frequent bag changes. The healthcare provider would confirm this rate against drug-specific guidelines and patient tolerance. For weight-based calculations, ensuring correct unit conversions (mcg to mg) is critical.
How to Use This IV Flow Rate Calculator Based on Weight
Using this calculator is designed to be straightforward for healthcare professionals. Follow these simple steps to get accurate IV flow rate results:
Enter Patient Weight: Input the patient's current weight in kilograms (kg) into the "Patient Weight" field.
Input Drug Dose: Enter the prescribed dose of the medication per kilogram of body weight into the "Drug Dose per Kilogram" field. Select the correct unit (mcg, mg, g) from the dropdown.
Specify Concentration: Enter the total amount of drug present in the IV bag into the "Drug Concentration" field and the total volume of the IV bag in milliliters (mL) into the "IV Bag Volume" field. Ensure you know if concentration is provided as mg/mL or as a total amount in a specific volume.
Set Infusion Time: Enter the desired duration for the infusion in hours into the "Infusion Time (Hours)" field. If your time is in minutes, divide by 60 to get hours (e.g., 30 minutes = 0.5 hours).
Calculate: Click the "Calculate Flow Rate" button.
How to Read Results
The calculator will display:
Primary Result (mL/hr): This is the most crucial number – the calculated flow rate in milliliters per hour your infusion device (pump or gravity drip) needs to be set to.
Total Drug Needed: The total mass of the active drug the patient should receive.
Concentration (Drug/Volume): Shows the calculated concentration of the drug in the IV solution (e.g., mg/mL).
Total Infusion Time: Confirms the duration you entered.
Microdrops per Minute: An estimate for gravity drips, assuming standard 60 drops/mL tubing. Infusion pumps provide more precise mL/hr control.
Table Breakdown: Provides all input and calculated values in a structured table for easy review.
Chart: Visually represents how the flow rate would change if the infusion time varied.
Decision-Making Guidance
Always cross-reference the calculator's results with your institution's protocols, the medication's official prescribing information, and your clinical judgment. This tool is an aid, not a substitute for professional responsibility. If the calculated rate seems unusually high or low, or if you have any doubts, consult with a senior nurse, physician, or pharmacist before proceeding with the infusion. Ensure proper unit conversions are made before inputting values if necessary.
Key Factors That Affect IV Flow Rate Results
While patient weight is a primary determinant for dosage, several other factors significantly influence the final IV flow rate calculation and clinical decision-making:
Drug Potency and Class: Highly potent drugs require smaller doses and thus may have lower absolute flow rates, even with weight-based calculations. Conversely, less potent drugs or those requiring large volumes might have higher flow rates. Understanding the therapeutic window is crucial.
Prescriber's Intent & Clinical Condition: The physician's goal (e.g., rapid loading dose vs. slow maintenance infusion) dictates the infusion time. A patient's stability (e.g., blood pressure, heart rate, organ function) influences how quickly a medication can be safely administered. Critical patients may require slower infusions to prevent adverse effects.
Concentration Available vs. Required: The concentration of the drug provided by the pharmacy or manufacturer directly impacts the volume needed. If the available concentration is too high or too low, it can lead to impractical flow rates or require larger/smaller volumes than intended. This is where careful medication reconciliation is vital.
Infusion Device Capabilities: While gravity-fed IVs rely on drip rates, infusion pumps offer precise mL/hr control. The type of device used can influence the target rate and accuracy. Ensure the pump is programmed correctly.
Fluid Overload Risk: For patients with conditions like heart failure or renal impairment, the total volume of fluid infused is a major concern. This might necessitate using higher concentrations (if safe and available) to reduce the volume and thus the infusion time and flow rate, or using drugs with different administration routes. Managing fluid balance is paramount.
Patient Age and Organ Function: Especially in pediatrics and geriatrics, metabolism and excretion rates differ. Infants and the elderly may require adjusted doses or slower infusion rates due to immature or declining kidney and liver function, even when using weight-based calculations. This ties into pharmacokinetic principles.
Time Sensitivity of Medication: Some medications, like certain antibiotics or emergency drugs, have narrow therapeutic windows and must be infused within very specific timeframes to be effective or safe. This requires precise calculation and monitoring.
Cost and Resource Management: While patient safety is primary, the cost of medications and the availability of specific IV bag volumes or infusion times can sometimes indirectly influence decisions, especially in resource-limited settings. Efficient drug utilization is important.
Frequently Asked Questions (FAQ)
What is the difference between mL/hr and drops/min?
mL/hr (milliliters per hour) is the standard unit for infusion pumps, indicating the precise volume of fluid to be delivered each hour. Drops/min (often referred to as the drip rate) is used for gravity-fed IVs and is an estimate of how many drops of fluid should fall into the drip chamber each minute. The conversion depends on the specific IV tubing used (e.g., macrodrip or microdrip). Microdrip tubing typically delivers ~60 drops/mL, making the mL/hr rate roughly equivalent to the drops/min rate.
How do I handle unit conversions (e.g., mcg to mg)?
Unit conversions are critical for accurate calculations. Always ensure that the units for drug dose, concentration, and volume are consistent before performing calculations. For example: 1 mg = 1000 mcg; 1 g = 1000 mg. If your dose is in mcg/kg and concentration is in mg/mL, you must convert one to match the other. This calculator assumes you input consistent units or handles basic conversions within its logic where applicable.
What if the prescribed dose is in mg/min instead of mg/kg?
If the dose is given per minute (e.g., 5 mg/min), you first calculate the total drug needed per minute based on the patient's weight (if the dose is also weight-based, e.g., 5 mcg/kg/min). Then, you convert that rate to mg/hr by multiplying by 60. Finally, you proceed with calculating the total volume needed and the mL/hr flow rate based on the concentration.
Can I use this calculator for pediatric patients?
Yes, this calculator is specifically designed for weight-based dosing, which is crucial for pediatric patients. However, always remember that pediatric dosing also considers age, surface area, and specific organ maturity. Double-check all calculations and consult pediatric protocols.
What does "Drug Concentration" mean in the input field?
This typically refers to how the medication is supplied. It can be interpreted in a few ways: the total amount of drug in the entire IV bag (e.g., "500 mg") and the total volume of that bag (e.g., "100 mL"). The calculator uses these to determine the concentration (e.g., 5 mg/mL) needed to figure out the volume of solution to infuse. Always clarify the concentration as written on the medication label or pharmacy preparation sheet.
How often should I recalculate the IV flow rate?
You should recalculate the IV flow rate whenever there is a change in the physician's order (dose, concentration, time), a change in the patient's weight, or if the medication requires frequent titration based on patient response. Continuous infusions should be periodically checked for accuracy.
What is the importance of the "Microdrops per Minute" calculation?
While infusion pumps are standard in most acute care settings for precise mL/hr control, microdrip rates are still relevant for gravity infusions, especially in home care, clinics, or resource-limited areas. It helps nursing staff estimate the manual adjustment needed for gravity drips to achieve the target infusion rate.
Does this calculator account for drug stability or compatibility?
No, this calculator focuses solely on the mathematical calculation of flow rate based on weight and dose. It does not account for drug stability, compatibility with IV fluids, or potential adverse reactions. Always refer to drug references and institutional guidelines for these critical aspects of medication safety. Proper drug administration guidelines must be followed.
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var concentrationValue = getElement("concentration").value; // Total drug amount in bag
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var drugDosePerKgNum = parseFloat(drugDosePerKg);
var concentrationNum = parseFloat(concentrationValue); // Total drug amount
var volumeNum = parseFloat(volume); // Total volume of bag
var timeHoursNum = parseFloat(timeHours);
// Convert drug unit to a common base if needed, e.g., mcg
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// Assume concentration and dosePerKg inputs are compatible or converted properly by user context.
// For simplicity here, if doseUnit is mcg, and concentration is in mg, we need to convert.
// Let's assume concentration input refers to the total drug amount in the bag, with units matching the dose_unit chosen.
// A better approach would be to ask for concentration units separately.
// For this calculator, let's assume:
// If doseUnit is mcg, concentration should also be input as mcg.
// If doseUnit is mg, concentration should be input as mg.
// If doseUnit is g, concentration should be input as g.
// This implies the user must ensure unit consistency between dose/kg and the concentration input.
// Re-evaluating: The input "concentration" is described as "total amount of drug in the IV bag".
// The input "drugUnit" is for "Drug Dose per Kilogram".
// This implies a potential mismatch if not handled.
// Let's refine: The calculator needs to know the units of the "concentration" input.
// A more robust approach:
// 1. Get Drug Dose per KG (e.g., 15 mg/kg)
// 2. Get Concentration units (e.g., "mg in 100 mL") -> This requires restructuring inputs.
// Simpler approach for now, assuming user ensures consistency:
// If drugUnit is 'mcg', treat concentration as mcg. If 'mg', treat as mg. If 'g', treat as g.
// This is prone to error if user inputs concentration in different units.
// Let's assume 'concentration' is the total drug amount and 'volume' is the total fluid volume.
// The derived concentration is [concentration] / [volume] (e.g., mg/mL).
var totalDrugNeeded;
if (drugUnit === "mcg") {
totalDrugNeeded = patientWeightNum * drugDosePerKgNum; // Result in mcg
// Need to ensure concentration is also in mcg if used directly.
// Let's convert concentration to mcg/mL if doseUnit is mcg
var concentrationPerML = concentrationNum / volumeNum; // e.g., mg/mL
var totalVolumeNeeded = (totalDrugNeeded / 1000) / concentrationPerML; // Convert mcg needed to mg, then divide by mg/mL
} else if (drugUnit === "mg") {
totalDrugNeeded = patientWeightNum * drugDosePerKgNum; // Result in mg
var concentrationPerML = concentrationNum / volumeNum; // e.g., mg/mL
var totalVolumeNeeded = totalDrugNeeded / concentrationPerML; // mg / (mg/mL) = mL
} else { // g
totalDrugNeeded = patientWeightNum * drugDosePerKgNum; // Result in g
// Need to convert concentration to g/mL if doseUnit is g
var concentrationPerML = (concentrationNum * 1000) / volumeNum; // Convert g to mg, then calculate mg/mL, then convert back to g/mL? No.
// If concentration is in g, and volume is in mL, concentration is g/mL.
// Correct way: Convert concentration amount to mg if dose is mg.
// Let's stick to Mg as base unit for calculation for simplicity.
// If doseUnit is 'g', drugDosePerKgNum is in g/kg. Convert to mg/kg: drugDosePerKgNum * 1000.
// If concentrationNum is in 'g', convert to mg: concentrationNum * 1000.
var drugDosePerKgMg = drugDosePerKgNum * 1000; // now in mg/kg
var concentrationTotalMg = concentrationNum * 1000; // now in mg
totalDrugNeeded = patientWeightNum * drugDosePerKgMg; // result in mg
var concentrationPerML = concentrationTotalMg / volumeNum; // mg/mL
totalVolumeNeeded = totalDrugNeeded / concentrationPerML; // mg / (mg/mL) = mL
}
// Recalculating totalVolumeNeeded based on standard interpretation:
// Total Drug Needed = Weight * Dose/kg
// Concentration = Total Drug Amount in Bag / Total Volume of Bag
// Total Volume to Infuse = Total Drug Needed / Concentration (if concentration is in mg/mL)
// The inputs are `concentration` (total drug amount) and `volume` (total bag volume).
// Let's derive concentration in mg/mL, assuming inputs are converted to mg.
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var totalVolumeNeeded;
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var concentrationTotalMg = concentrationNum / 1000; // Convert mcg to mg
concentrationPerML = concentrationTotalMg / volumeNum; // mg/mL
var totalDrugNeededMg = patientWeightNum * drugDoseMg; // mg
totalVolumeNeeded = totalDrugNeededMg / concentrationPerML; // mg / (mg/mL) = mL
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concentrationPerML = concentrationNum / volumeNum; // mg/mL
totalVolumeNeeded = drugDoseTotalFinalUnit / concentrationPerML; // mg / (mg/mL) = mL
drugDoseTotalFinalUnit = drugDoseTotalFinalUnit.toFixed(2);
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drugDoseTotalFinalUnit = patientWeightNum * drugDosePerKgNum; // g
var drugDoseMg = drugDosePerKgNum * 1000; // Convert g/kg to mg/kg
var concentrationTotalMg = concentrationNum * 1000; // Convert g to mg
concentrationPerML = concentrationTotalMg / volumeNum; // mg/mL
var totalDrugNeededMg = patientWeightNum * drugDoseMg; // mg
totalVolumeNeeded = totalDrugNeededMg / concentrationPerML; // mg / (mg/mL) = mL
drugDoseTotalFinalUnit = drugDoseTotalFinalUnit.toFixed(3); // Keep g precision
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// Calculate microdrops per minute (assuming 60 drops/mL)
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var baseFlowRate = parseFloat(flowRateMlPerHour);
var baseTime = parseFloat(timeHoursNum);
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// Generate data points around the input time
// Example: Show rates for times from 0.5 * baseTime up to 2 * baseTime
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flowRates.push(calculatedFlowRate.toFixed(1));
labels.push(currentTime.toFixed(1) + " hr");
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});
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flowRates.push(calculatedFlowRateAtBaseTime.toFixed(1));
labels.push(baseTime.toFixed(1) + " hr");
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labels: labels,
datasets: [{
label: 'Flow Rate (mL/hr)',
data: flowRates,
borderColor: '#004a99',
backgroundColor: 'rgba(0, 74, 153, 0.2)',
fill: true,
tension: 0.1
}]
},
options: {
responsive: true,
maintainAspectRatio: false,
scales: {
x: {
title: {
display: true,
text: 'Infusion Time (hours)'
}
},
y: {
title: {
display: true,
text: 'Flow Rate (mL/hr)'
},
beginAtZero: true
}
},
plugins: {
tooltip: {
callbacks: {
label: function(tooltipItem) {
return tooltipItem.dataset.label + ': ' + tooltipItem.formattedValue + ' mL/hr at ' + tooltipItem.label;
}
}
}
}
}
});
}
function resetDefaults() {
getElement("patientWeight").value = "70";
getElement("drugDosePerKg").value = "10";
getElement("drugUnit").value = "mg";
getElement("concentration").value = "500";
getElement("volume").value = "100";
getElement("timeHours").value = "1";
calculate(); // Recalculate with defaults
}
function copyResults() {
var primaryResult = getElement("primaryResultValue").textContent;
var totalDrug = getElement("totalDrugNeeded").textContent;
var concentrationResult = getElement("concentrationResult").textContent;
var infusionTimeResult = getElement("infusionTimeResult").textContent;
var microdropsPerMin = getElement("microdropsPerMin").textContent;
var weight = getElement("patientWeight").value;
var dosePerKg = getElement("drugDosePerKg").value;
var doseUnit = getElement("drugUnit").value;
var concentrationInput = getElement("concentration").value;
var volumeInput = getElement("volume").value;
var timeInput = getElement("timeHours").value;
var assumptions = "Key Assumptions:\n" +
"- Patient Weight: " + weight + " kg\n" +
"- Drug Dose: " + dosePerKg + " " + doseUnit + "/kg\n" +
"- Concentration: " + concentrationInput + " " + doseUnit + " in " + volumeInput + " mL\n" +
"- Infusion Time: " + timeInput + " hours";
var resultsText = "— IV Flow Rate Calculation Results —\n\n" +
"Primary Result (Flow Rate): " + primaryResult + " mL/hr\n" +
"Total Drug Needed: " + totalDrug + "\n" +
"Concentration: " + concentrationResult + "\n" +
"Infusion Time: " + infusionTimeResult + "\n" +
"Microdrops per Minute (approx): " + microdropsPerMin + "\n\n" +
assumptions;
// Use a temporary textarea to copy text
var textArea = document.createElement("textarea");
textArea.value = resultsText;
textArea.style.position = "fixed";
textArea.style.left = "-9999px";
document.body.appendChild(textArea);
textArea.focus();
textArea.select();
try {
var successful = document.execCommand('copy');
var msg = successful ? 'Results copied!' : 'Copy failed!';
// Optionally display a temporary message to the user
alert(msg);
} catch (err) {
alert('Copying failed. Your browser might not support this feature.');
} finally {
document.body.removeChild(textArea);
}
}
function toggleFaq(element) {
var p = element.nextElementSibling;
if (p.style.display === "block") {
p.style.display = "none";
} else {
p.style.display = "block";
}
}
// Add event listeners
getElement("calculateBtn").onclick = calculate;
getElement("resetBtn").onclick = resetDefaults;
getElement("copyBtn").onclick = copyResults;
// Initial calculation on page load
window.onload = function() {
// Load chart library if not already loaded
if (typeof Chart === 'undefined') {
var script = document.createElement('script');
script.src = 'https://cdn.jsdelivr.net/npm/chart.js';
script.onload = function() {
// Chart is loaded, now perform initial calculation
resetDefaults(); // Use resetDefaults to load initial values and calculate
};
document.head.appendChild(script);
} else {
// Chart is already loaded (e.g., in an iframe or dynamic load)
resetDefaults(); // Use resetDefaults to load initial values and calculate
}
};