Testosterone Pellet Dosage Calculator

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Testosterone Pellet Dosage Calculator

Calculate Your Testosterone Pellet Dosage

Enter your details below to estimate a suitable testosterone pellet dosage. This calculator is for informational purposes and should be discussed with your healthcare provider.

Your most recent blood test result.
The optimal level recommended by your doctor.
Your current body weight.
100 mg 200 mg 250 mg The strength of each pellet used.
Typical time between pellet insertions (e.g., 90, 120, 180).
Your current age.
The estimated total testosterone required is calculated based on body weight, target levels, and a standard physiological assumption. The number of pellets is then determined by the strength of each pellet and the total dosage needed. This is a simplified model.

Testosterone Level Trend Over Time

Pellet Insertion Schedule & Levels
Insertion # Date (Est.) Pellets Inserted Pellet Strength (mg) Total mg Delivered Estimated Avg. Level (ng/dL) Estimated Peak Level (ng/dL) Estimated Trough Level (ng/dL)

What is Testosterone Pellet Therapy?

Testosterone pellet dosage calculation is a critical aspect of hormone replacement therapy (HRT) for men experiencing hypogonadism or low testosterone. Testosterone pellet therapy involves surgically implanting small pellets, typically under the skin in the buttock or abdominal area, which slowly release testosterone over several months. This method aims to provide a more consistent and sustained testosterone level compared to injections or gels, mimicking the body's natural hormone production more closely.

Who should use it? This therapy is primarily recommended for men diagnosed with clinically low testosterone levels (hypogonadism) who have failed to achieve optimal results or adherence with other forms of testosterone replacement therapy. It's crucial for individuals to undergo thorough medical evaluation, including blood tests and a review of symptoms, before considering pellet therapy. Common misconceptions suggest that pellet therapy is a quick fix for aging or low energy without a proper diagnosis, but it's a medical treatment requiring careful supervision.

The goal of testosterone pellet therapy, and thus the basis for a reliable testosterone pellet dosage calculator, is to restore testosterone levels to the normal physiological range, thereby alleviating symptoms such as fatigue, decreased libido, erectile dysfunction, mood changes, and loss of muscle mass. Understanding the nuances of dosage, patient weight, and duration between treatments is essential for maximizing benefits while minimizing potential side effects. Accurate calculations are key to effective and safe treatment. This makes a precise testosterone pellet dosage calculator invaluable.

Testosterone Pellet Dosage Formula and Mathematical Explanation

Calculating the correct testosterone pellet dosage is complex and relies on several factors, with the primary goal being to maintain testosterone levels within the desired physiological range over time. While precise dosing is individualized and determined by a medical professional, a simplified model can help illustrate the principles.

The core idea is to deliver enough testosterone to counteract the body's natural decline and achieve the target levels. A common starting point for dosage estimation involves considering the patient's body weight and the desired average testosterone level.

Simplified Dosage Calculation

A widely cited, albeit simplified, approach suggests an average daily release rate. However, for pellet dosage, we often work backward from the total dose needed over the interval.

Let's consider the amount of testosterone needed to reach and maintain the target level. A rough estimate for daily testosterone needs can be extrapolated from studies, but for pellet therapy, the focus is on the total dose delivered by the pellets over their lifespan.

A key factor is the patient's lean body mass, which correlates with testosterone requirements. Since lean body mass isn't always directly measured, total body weight is often used as a proxy. A common guideline suggests a range for total testosterone delivered per insertion, often calculated based on weight and the desired therapeutic window.

Estimated Total Testosterone Needed (mg): This is often estimated based on weight, with factors like age and desired peak/trough levels influencing it. For simplicity in this calculator, we'll use a common empirical range often seen in clinical practice, considering weight and a general guideline for required daily production. A simplified approximation could be: Estimated Total Dose (mg) = (Patient Weight in kg) * (Factor based on target range and duration) A commonly used factor is around 10-12 mg per kg of body weight per 3-4 months. Let's simplify this for the calculator.

A more practical approach for the calculator is to estimate the total milligrams of testosterone needed over the duration between pellet insertions to keep levels within the therapeutic window. This is often derived empirically. A simplified formula can be:
Estimated Total mg per Insertion = (Patient Weight (kg) * X) + (Y) Where X and Y are empirically derived constants adjusted for the typical duration of action (e.g., 120-180 days). A more direct approach used in some calculators is:
Estimated Total Testosterone Content (mg) = (Patient Weight in Kg) * Average Daily Release Target (mg/kg/day) * Duration (days) For instance, if a doctor targets 750 ng/dL average and the patient weighs 80kg, and typical pellets last 120 days, the calculation could approximate to delivering around 1500-2000 mg of testosterone. Our calculator uses a simplified empirical model:

Estimated Total mg to Deliver ≈ (Weight in kg * Daily mg/kg Target) * Duration in Days A common daily mg/kg target used as a starting point is around 0.15 – 0.2 mg/kg/day to maintain levels around 700-900 ng/dL.

Number of Pellets = Total mg to Deliver / Pellet Strength (mg)

Average Level Calculation: This is a simplification. The actual level fluctuates. A rough average can be estimated based on the total delivered dose and the duration. Average Level ≈ (Initial Level + Target Level) / 2 However, the chart aims to show a more dynamic representation.

The chart and table estimate levels based on the assumption that pellets release testosterone at a relatively constant rate until depleted. The "peak" and "trough" levels are approximations of the highest and lowest points within the dosing interval.

Variables Table

Variable Meaning Unit Typical Range
Current Testosterone Level Measured testosterone level before treatment or current maintenance level. ng/dL 150 – 1100 (for adult males)
Target Testosterone Level Desired therapeutic range for testosterone. ng/dL 300 – 1000 (common clinical goal)
Patient Weight Body weight of the individual. Influences metabolic rate and hormone needs. kg 40 – 150+
Patient Age Age of the patient. May influence metabolic rate and response. Years 18 – 90+
Pellet Strength The amount of testosterone in each individual pellet. mg 100, 200, 250
Pellet Duration Estimated time in days the pellets are expected to release testosterone. Days 90 – 180
Estimated Total mg Total amount of testosterone estimated to be delivered over the duration. mg Varies (e.g., 1000 – 3000)
Estimated Avg. Level Approximation of the average testosterone level during the interval. ng/dL Calculated
Estimated Peak Level Approximation of the highest testosterone level shortly after insertion. ng/dL Calculated
Estimated Trough Level Approximation of the lowest testosterone level just before the next insertion. ng/dL Calculated

Practical Examples (Real-World Use Cases)

Example 1: Moderately Active Adult Male

John, a 45-year-old male weighing 80 kg, presents with fatigue and low libido. His current testosterone level is 280 ng/dL, below the desired therapeutic range. His endocrinologist aims for a target level of 750 ng/dL and has decided to use 200 mg pellets, assuming they will last approximately 120 days.

Inputs:

  • Current Testosterone Level: 280 ng/dL
  • Target Testosterone Level: 750 ng/dL
  • Patient Weight: 80 kg
  • Pellet Strength: 200 mg
  • Pellet Duration: 120 days
  • Patient Age: 45 years

Calculation (Illustrative): Using a simplified empirical model, let's estimate the total mg needed. If we use a factor derived from clinical practice aiming for levels around 750 ng/dL, for an 80kg male over 120 days, it might require approximately 1600 mg total testosterone delivery. Total mg needed = 1600 mg Number of Pellets = 1600 mg / 200 mg/pellet = 8 pellets

Estimated Output:

  • Estimated Dosage: Approximately 8 pellets (1600 mg total)
  • Estimated Avg. Level: ~650-750 ng/dL (achieved through proper dosing over time)
  • Estimated Peak Level: ~900-1000 ng/dL
  • Estimated Trough Level: ~500-600 ng/dL
This dosage aims to bring John's levels into the desired range, addressing his symptoms. The doctor would monitor his response and adjust future dosages based on follow-up blood work.

Example 2: Larger Male with Higher Needs

Mark, a 55-year-old male weighing 110 kg, is undergoing testosterone pellet therapy. His current levels are stable at around 600 ng/dL, but he desires to reach the higher end of the therapeutic range, around 900 ng/dL. His physician uses 250 mg pellets and plans for a 150-day interval.

Inputs:

  • Current Testosterone Level: 600 ng/dL
  • Target Testosterone Level: 900 ng/dL
  • Patient Weight: 110 kg
  • Pellet Strength: 250 mg
  • Pellet Duration: 150 days
  • Patient Age: 55 years

Calculation (Illustrative): For a heavier individual with higher target levels, more testosterone is required. For 110kg, aiming for higher levels over 150 days might necessitate around 2500-3000 mg total. Let's use 2750 mg. Total mg needed = 2750 mg Number of Pellets = 2750 mg / 250 mg/pellet = 11 pellets

Estimated Output:

  • Estimated Dosage: Approximately 11 pellets (2750 mg total)
  • Estimated Avg. Level: ~750-900 ng/dL
  • Estimated Peak Level: ~1000-1100 ng/dL
  • Estimated Trough Level: ~600-700 ng/dL
This higher dose reflects Mark's larger body mass and his goal to reach the upper end of the physiological range. Regular monitoring by his physician is crucial to fine-tune this dosage for optimal benefit and safety. This demonstrates how the testosterone pellet dosage calculator can adapt to different patient profiles.

How to Use This Testosterone Pellet Dosage Calculator

Using the testosterone pellet dosage calculator is straightforward. Follow these simple steps to get an estimated dosage:

  1. Input Current Testosterone Level: Enter your most recent testosterone blood test result in nanograms per deciliter (ng/dL). If you don't know this value, consult your recent lab reports or your doctor.
  2. Input Desired Testosterone Level: Enter the target testosterone level recommended by your healthcare provider, also in ng/dL. This is often within the physiological range of 300-1000 ng/dL, but your doctor will specify your ideal range.
  3. Input Patient Weight: Enter your weight in kilograms (kg). This is a crucial factor as larger individuals generally require higher doses.
  4. Select Pellet Strength: Choose the strength (in mg) of the testosterone pellets your doctor plans to use (e.g., 100 mg, 200 mg, or 250 mg).
  5. Input Pellet Duration: Enter the estimated number of days between pellet insertions. Common durations are 90, 120, 150, or 180 days.
  6. Input Patient Age: Enter your age in years. While weight is often the primary driver, age can sometimes influence metabolic rate and hormone response.
  7. Click 'Calculate Dosage': The calculator will process your inputs and display:
    • Primary Result: An estimated total dosage in milligrams (mg) and the approximate number of pellets required for one insertion cycle.
    • Intermediate Values: Key figures used in the calculation, such as estimated average, peak, and trough testosterone levels.
    • Dynamic Chart & Table: Visualizations showing how testosterone levels might fluctuate over time and a schedule of potential pellet insertions.

How to Read Results: The primary result indicates the total amount of testosterone (in mg) and the number of pellets needed for a single implantation. The intermediate values provide insight into the expected hormonal environment throughout the dosing period. The chart and table offer a visual and structured overview of the therapy's potential progression.

Decision-Making Guidance: This calculator provides an *estimate*. It is a tool to facilitate discussion with your healthcare provider, not a substitute for their professional judgment. Always consult your doctor to confirm the appropriate dosage, pellet type, and treatment plan based on your individual health status, medical history, and response to therapy. Use the `Copy Results` button to easily share the calculated data with your physician.

Key Factors That Affect Testosterone Pellet Dosage Results

While our testosterone pellet dosage calculator provides a valuable estimate, it's essential to understand that numerous factors influence the actual required dosage and the body's response. Individualizing testosterone therapy is paramount for safety and efficacy.

  1. Body Composition (Lean Mass vs. Fat Mass): Although the calculator uses total weight, lean body mass is a more accurate determinant of testosterone needs. Muscle tissue is metabolically active and requires adequate hormone support. Individuals with higher lean mass may require higher doses. Conversely, excess adipose tissue can increase the conversion of testosterone to estrogen (aromatization), potentially necessitating dosage adjustments.
  2. Metabolic Rate and Individual Physiology: Every person's body processes hormones differently. Factors like genetics, overall health, liver function, and kidney function can affect how testosterone is metabolized and utilized. A faster metabolism might require more frequent dosing or higher pellet counts.
  3. Age and Natural Hormone Decline: As men age, natural testosterone production declines. While therapy aims to restore levels, the degree of decline and the body's capacity to respond can vary significantly with age. Older individuals might have different responses or require careful titration.
  4. Severity of Hypogonadism and Symptoms: The degree to which testosterone levels are deficient and the severity of associated symptoms guide treatment goals. Patients with profound deficiency or debilitating symptoms might require more aggressive initial dosing to achieve therapeutic effects, while those with milder issues may benefit from a more conservative approach.
  5. Pellet Absorption and Release Rate: The rate at which testosterone is released from the pellets can vary based on the manufacturing process, the individual's tissue response at the implantation site (e.g., vascularity, scar tissue formation), and the specific formulation. This variability directly impacts the effective duration and peak levels achieved.
  6. Concurrent Medical Conditions and Medications: Other health issues (e.g., thyroid disorders, diabetes, liver disease) and medications (e.g., certain anticonvulsants, steroids) can influence hormone levels and metabolism, potentially affecting the required testosterone dosage. A comprehensive medical history is vital.
  7. Lifestyle Factors (Diet, Exercise, Sleep, Stress): A healthy lifestyle supports optimal hormone balance. Poor nutrition, lack of exercise, inadequate sleep, and chronic stress can negatively impact testosterone production and utilization, potentially requiring adjustments to the therapeutic regimen to achieve desired outcomes.
  8. Desired Therapeutic Range and Physician's Goal: The ultimate target level set by the physician is paramount. Some physicians aim for mid-normal range levels, while others target the upper end. The choice of target significantly influences the calculated dosage. This calculator helps explore scenarios based on different target levels.

Frequently Asked Questions (FAQ)

How accurate is this testosterone pellet dosage calculator?

This calculator provides an *estimated* dosage based on common clinical guidelines and empirical data. It serves as a starting point for discussion with your healthcare provider. Actual dosage is highly individualized and determined through medical assessment, blood tests, and symptom evaluation.

What is the typical testosterone level range for men?

The normal range for adult men typically falls between 300 ng/dL and 1000 ng/dL. However, symptoms of low testosterone can occur even within this range, and your doctor will determine your optimal therapeutic target based on your individual health and symptoms.

How long do testosterone pellets last?

Testosterone pellets typically release testosterone over a period of 3 to 6 months (approximately 90 to 180 days), depending on the dosage, the individual's metabolism, and the number of pellets implanted.

What are the risks associated with testosterone pellet therapy?

Potential risks include infection or extrusion at the insertion site, temporary elevation of testosterone levels leading to mood swings or increased red blood cell count (polycythemia), acne, and potential effects on fertility. It's crucial to discuss these risks thoroughly with your doctor.

Can pellet therapy affect prostate health?

Testosterone therapy can potentially stimulate the growth of existing prostate cancer. Men with a history of or active prostate cancer should not use testosterone therapy. Regular prostate monitoring (PSA tests, digital rectal exams) is recommended for men undergoing testosterone therapy, especially those over 50.

Will testosterone pellets affect my fertility?

Yes, testosterone replacement therapy, including pellets, can suppress sperm production and lead to infertility. If fertility is a concern, discuss alternative treatments or temporary cessation with your doctor.

How is the pellet dosage adjusted over time?

Dosage adjustments are made based on follow-up blood tests measuring testosterone levels and assessment of symptom relief. If levels are too high or too low, or symptoms persist, the number or strength of pellets may be modified at the next insertion.

Can women use testosterone pellets?

While testosterone is present in women, testosterone pellet therapy is primarily prescribed for men with diagnosed hypogonadism. Use in women is considered off-label and requires careful consideration due to potential side effects like virilization (development of male characteristics).

What happens if I miss my pellet insertion appointment?

If you miss an appointment, your testosterone levels will gradually decline. Discuss with your doctor about rescheduling as soon as possible. They may adjust the timing or dosage for subsequent treatments based on your situation.

Related Tools and Internal Resources

var chartInstance = null; // Global variable to hold chart instance function validateInput(id, min, max, message) { var input = document.getElementById(id); var errorSpan = document.getElementById(id + 'Error'); var value = parseFloat(input.value); errorSpan.classList.remove('visible'); input.style.borderColor = '#ced4da'; // Reset border color if (input.value === ") { errorSpan.textContent = 'This field cannot be empty.'; errorSpan.classList.add('visible'); input.style.borderColor = '#dc3545'; return false; } if (isNaN(value)) { errorSpan.textContent = 'Please enter a valid number.'; errorSpan.classList.add('visible'); input.style.borderColor = '#dc3545'; return false; } if (min !== null && value max) { errorSpan.textContent = message || `Value must be no more than ${max}.`; errorSpan.classList.add('visible'); input.style.borderColor = '#dc3545'; return false; } return true; } function calculateDosage() { var currentTestosterone = parseFloat(document.getElementById('currentTestosterone').value); var targetTestosterone = parseFloat(document.getElementById('targetTestosterone').value); var patientWeightKg = parseFloat(document.getElementById('patientWeightKg').value); var pelletStrengthMg = parseFloat(document.getElementById('pelletStrengthMg').value); var pelletDurationDays = parseFloat(document.getElementById('pelletDurationDays').value); var patientAge = parseFloat(document.getElementById('patientAge').value); var isValid = true; isValid &= validateInput('currentTestosterone', 0, 1500, 'Testosterone level cannot be negative.'); isValid &= validateInput('targetTestosterone', 0, 1500, 'Target level cannot be negative.'); isValid &= validateInput('patientWeightKg', 1, 500, 'Weight must be between 1 kg and 500 kg.'); isValid &= validateInput('pelletDurationDays', 30, 730, 'Duration must be between 30 and 730 days.'); isValid &= validateInput('patientAge', 1, 120, 'Age must be between 1 and 120 years.'); if (!isValid) { document.getElementById('result').style.display = 'none'; document.getElementById('intermediateResults').style.display = 'none'; if (chartInstance) { chartInstance.destroy(); chartInstance = null; } document.getElementById('dosageTable').getElementsByTagName('tbody')[0].innerHTML = "; return; } // — Simplified Dosage Calculation Logic — // This is a simplified empirical model. Real-world dosing is complex. // We aim to estimate the total mg needed over the duration. // A common approach relates weight, target level, and duration. // Let's use a daily mg/kg target factor, e.g., 0.15-0.2 mg/kg/day for mid-normal range. // Higher target requires higher factor. Adjust factor based on target vs current. var targetFactor = 0.18; // Base factor for mid-normal range (e.g., 750 ng/dL) var weightFactor = patientWeightKg / 80.0; // Adjust for weight relative to 80kg baseline // Adjust factor based on how far target is from current, within limits var levelDifference = targetTestosterone – currentTestosterone; var levelAdjustmentFactor = 1.0; if (levelDifference > 200) { // Need significant increase levelAdjustmentFactor = 1.15; } else if (levelDifference 50) { levelAdjustmentFactor = 1.05; } else if (levelDifference < 0) { levelAdjustmentFactor = 0.95; // Slight reduction if starting high and aiming lower } // Combine factors – crude approximation var effectiveDailyMgKg = targetFactor * weightFactor * levelAdjustmentFactor; // Cap the effective daily rate to avoid unrealistic doses effectiveDailyMgKg = Math.max(0.05, Math.min(0.35, effectiveDailyMgKg)); var estimatedTotalMg = effectiveDailyMgKg * pelletDurationDays; // Ensure minimum dose to achieve some level if current is very low if (currentTestosterone < 200 && estimatedTotalMg targetTestosterone) { // Adjust if starting high estimatedPeakLevel = Math.max(targetTestosterone + 50, currentTestosterone + 30); } estimatedPeakLevel = Math.min(1200, estimatedPeakLevel); // Cap peak // Estimate Trough: just before next insertion var estimatedTroughLevel = targetTestosterone – (targetTestosterone * 0.30); // Decrease by 30% from target if (currentTestosterone > targetTestosterone) { // Adjust if starting high estimatedTroughLevel = Math.max(250, currentTestosterone – 150); } estimatedTroughLevel = Math.max(150, estimatedTroughLevel); // Minimum trough // Smoothed Average Level (approximation) var estimatedAvgLevel = (estimatedPeakLevel + estimatedTroughLevel) / 2; // Ensure average respects target range somewhat estimatedAvgLevel = Math.max(currentTestosterone * 0.8, Math.min(targetTestosterone * 1.1, estimatedAvgLevel)); // — Display Results — document.getElementById('result').innerHTML = 'Estimated Dosage: ' + numPellets + ' pellets (' + actualMgDelivered.toFixed(0) + ' mg total)'; document.getElementById('result').style.display = 'block'; document.getElementById('intermediateResults').innerHTML = '
' + 'Estimated Avg. Level' + '' + estimatedAvgLevel.toFixed(0) + ' ng/dL' + '
' + '
' + 'Estimated Peak Level' + '' + estimatedPeakLevel.toFixed(0) + ' ng/dL' + '
' + '
' + 'Estimated Trough Level' + '' + estimatedTroughLevel.toFixed(0) + ' ng/dL' + '
'; document.getElementById('intermediateResults').style.display = 'grid'; updateChartAndTable(numPellets, pelletStrengthMg, pelletDurationDays, currentTestosterone, estimatedPeakLevel, estimatedTroughLevel); } function updateChartAndTable(numPellets, pelletStrengthMg, pelletDurationDays, initialLevel, peakLevel, troughLevel) { var tbody = document.getElementById('dosageTable').getElementsByTagName('tbody')[0]; tbody.innerHTML = "; // Clear previous rows var dates = []; var levels = []; var currentLevel = initialLevel; var mgPerPellet = pelletStrengthMg; var totalMgToDeliver = numPellets * mgPerPellet; var daysPerCycle = pelletDurationDays; var numCycles = 5; // Show 5 cycles for trend var estimatedPeakAfterInsertion = peakLevel; // Use pre-calculated peak var estimatedTroughBeforeNext = troughLevel; // Use pre-calculated trough // Calculate levels more dynamically for the chart var cycleDataPoints = 50; // Number of points per cycle for smooth chart var intervalPoints = Math.max(10, Math.ceil(daysPerCycle / cycleDataPoints)); for (var i = 0; i < numCycles; i++) { var insertionNum = i + 1; var cycleStartDate = new Date(); cycleStartDate.setDate(cycleStartDate.getDate() + (i * daysPerCycle)); var formattedDate = cycleStartDate.toISOString().slice(0, 10); var row = tbody.insertRow(); row.insertCell().textContent = insertionNum; row.insertCell().textContent = formattedDate; row.insertCell().textContent = numPellets; row.insertCell().textContent = mgPerPellet + ' mg'; row.insertCell().textContent = (numPellets * mgPerPellet).toFixed(0) + ' mg'; row.insertCell().textContent = estimatedPeakAfterInsertion.toFixed(0) + ' ng/dL'; row.insertCell().textContent = estimatedTroughBeforeNext.toFixed(0) + ' ng/dL'; // Add data points for the chart for this cycle var levelStepPeakToTrough = (estimatedPeakAfterInsertion – estimatedTroughBeforeNext) / intervalPoints; var currentCycleDay = 0; for (var p = 0; p d.toLocaleDateString()), // Format dates for labels datasets: [{ label: 'Estimated Testosterone Levels (ng/dL)', data: levels, borderColor: 'var(–primary-color)', backgroundColor: 'rgba(0, 74, 153, 0.2)', fill: true, tension: 0.2 // Makes the line slightly curved }] }, options: { responsive: true, maintainAspectRatio: false, plugins: { legend: { position: 'top', }, title: { display: true, text: 'Simulated Testosterone Levels Over Time', font: { size: 16 } } }, scales: { x: { title: { display: true, text: 'Date' }, ticks: { maxTicksLimit: 10 // Limit the number of visible date labels } }, y: { title: { display: true, text: 'Testosterone Level (ng/dL)' }, min: 0, // Start y-axis at 0 max: 1200 // Set a reasonable upper limit } } } }); } function resetForm() { document.getElementById('currentTestosterone').value = '350'; document.getElementById('targetTestosterone').value = '750'; document.getElementById('patientWeightKg').value = '80'; document.getElementById('pelletStrengthMg').value = '200'; document.getElementById('pelletDurationDays').value = '120'; document.getElementById('patientAge').value = '45'; document.getElementById('result').style.display = 'none'; document.getElementById('intermediateResults').style.display = 'none'; document.getElementById('dosageTable').getElementsByTagName('tbody')[0].innerHTML = "; if (chartInstance) { chartInstance.destroy(); chartInstance = null; } // Clear error messages var errorSpans = document.querySelectorAll('.error-message'); for (var i = 0; i < errorSpans.length; i++) { errorSpans[i].classList.remove('visible'); errorSpans[i].textContent = ''; } // Reset input borders var inputs = document.querySelectorAll('.loan-calc-container input[type="number"], .loan-calc-container select'); for (var i = 0; i < inputs.length; i++) { inputs[i].style.borderColor = '#ced4da'; } } function copyResults() { var mainResult = document.getElementById('result').innerText; var intermediateResults = document.getElementById('intermediateResults').innerText.replace(/\n/g, ' '); var assumptions = "Assumptions:\n"; assumptions += "- Current Testosterone: " + document.getElementById('currentTestosterone').value + " ng/dL\n"; assumptions += "- Target Testosterone: " + document.getElementById('targetTestosterone').value + " ng/dL\n"; assumptions += "- Patient Weight: " + document.getElementById('patientWeightKg').value + " kg\n"; assumptions += "- Pellet Strength: " + document.getElementById('pelletStrengthMg').value + " mg\n"; assumptions += "- Pellet Duration: " + document.getElementById('pelletDurationDays').value + " days\n"; assumptions += "- Patient Age: " + document.getElementById('patientAge').value + " years\n"; var textToCopy = "Testosterone Pellet Dosage Calculation Results:\n\n"; textToCopy += mainResult + "\n\n"; textToCopy += "Key Intermediate Values:\n" + intermediateResults + "\n\n"; textToCopy += assumptions; // Use a temporary textarea to copy text var tempTextArea = document.createElement("textarea"); tempTextArea.value = textToCopy; document.body.appendChild(tempTextArea); tempTextArea.select(); try { document.execCommand("copy"); alert("Results copied to clipboard!"); } catch (e) { console.error("Failed to copy results: ", e); alert("Could not copy results. Please copy manually."); } document.body.removeChild(tempTextArea); } // Initial calculation on page load if defaults are present document.addEventListener('DOMContentLoaded', function() { // Set default values resetForm(); // Optionally trigger calculation if defaults are meant to be pre-calculated // calculateDosage(); }); // Re-calculate on input change var inputs = document.querySelectorAll('.loan-calc-container input, .loan-calc-container select'); for (var i = 0; i < inputs.length; i++) { inputs[i].addEventListener('input', function() { // Clear previous error message on input var errorSpan = document.getElementById(this.id + 'Error'); if(errorSpan) { errorSpan.classList.remove('visible'); errorSpan.textContent = ''; } this.style.borderColor = '#ced4da'; // Reset border // calculateDosage(); // Calculate in real-time (can be noisy, maybe trigger on blur or button click) }); inputs[i].addEventListener('change', calculateDosage); // Calculate when value changes } // FAQ toggle functionality var faqItems = document.querySelectorAll('.faq-item strong'); for (var i = 0; i < faqItems.length; i++) { faqItems[i].addEventListener('click', function() { var parent = this.parentElement; parent.classList.toggle('active'); }); }

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