Adjusted Weight Calculation for Amputation

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Adjusted Weight Calculation for Amputation

Adjusted Weight Calculator for Amputation

This calculator helps estimate a person's theoretical weight if they had not undergone an amputation. This is crucial for prosthetic fitting, mobility assessments, and rehabilitation planning.

The current weight of the remaining limb.
The approximate weight of the limb that was removed.
Typically 4-7% for a leg, 1-2% for an arm.

Calculation Results

kg
Residual Limb Weight
Estimated Amputated Limb Weight
Percentage of Body Weight
Adjusted Weight Calculation Breakdown
Component Value (kg) Description
Current Residual Limb Weight The measured weight of the remaining limb.
Estimated Amputated Limb Weight Calculated weight of the removed limb based on percentage.
Total Estimated Original Weight Sum of residual limb and estimated amputated limb weight.
Adjusted Weight (Primary Result) The calculated theoretical weight before amputation.
Weight Distribution Comparison

What is Adjusted Weight Calculation for Amputation?

Adjusted weight calculation for amputation refers to the process of estimating a person's total body weight as it was before an amputation occurred. This calculation is a critical component in prosthetic limb design, rehabilitation planning, and overall patient care following limb loss. It's not about tracking current weight, but rather reconstructing a theoretical weight baseline for specific physiological and functional assessments. Understanding this adjusted weight helps clinicians and prosthetists make more informed decisions regarding gait analysis, energy expenditure, and the mechanical forces that will be placed on the residual limb and the body's remaining structures. It plays a vital role in ensuring the optimal fit, function, and comfort of a prosthesis and in managing the long-term health of the individual.

Who Should Use Adjusted Weight Calculations?

Several professionals and individuals can benefit from utilizing adjusted weight calculations in the context of amputation:

  • Prosthetists: Essential for designing and fitting prosthetic limbs. The adjusted weight helps in selecting appropriate materials, suspension systems, and alignment to ensure the prosthesis can support the theoretical original body weight comfortably and effectively.
  • Physical Therapists and Occupational Therapists: Crucial for developing rehabilitation programs. Knowing the pre-amputation weight helps in assessing potential gait deviations, calculating energy demands for movement, and setting realistic mobility goals.
  • Physicians and Surgeons: Aids in understanding the overall physiological impact of limb loss and in managing co-morbidities that might be influenced by weight distribution and mobility.
  • Patients: While not typically performing the calculation themselves, understanding the concept can empower patients in discussions with their care team and in managing expectations during their recovery and adaptation process.
  • Researchers: Used in studies related to biomechanics, rehabilitation outcomes, and the long-term effects of limb loss.

Common Misconceptions

Several common misunderstandings surround adjusted weight calculations:

  • Confusing it with current body weight: The adjusted weight is a theoretical value, not the person's current weight which fluctuates and is influenced by many factors post-amputation.
  • Overemphasis on precise numbers: While accuracy is desired, the calculation often involves estimations (especially for the amputated limb's weight). The goal is a functional estimate, not an exact historical record.
  • Believing it's solely for fitting: Its utility extends beyond initial prosthetic fitting to ongoing rehabilitation, biomechanical analysis, and understanding long-term physical stress.
  • Assuming it's static: The 'original' weight is itself subject to the person's health and lifestyle prior to amputation. The calculation provides a snapshot based on available data.

Adjusted Weight Calculation for Amputation Formula and Mathematical Explanation

The core principle behind calculating adjusted weight for amputation is to sum the current weight of the remaining residual limb with an estimated weight of the amputated limb. This estimation can be done in a few ways, but a common and practical method involves using the known weight of the residual limb and the typical percentage of body weight that an extremity represents.

Step-by-Step Derivation

  1. Determine the weight of the residual limb: This is the actual, measured weight of the limb remaining after the amputation.
  2. Estimate the weight of the amputated limb: This is the most variable part. It can be estimated based on:
    • Percentage of Body Weight: A common approach is to estimate the amputated limb's weight as a percentage of the individual's total *pre-amputation* body weight. For example, a lower limb (leg) might represent 5-7% of total body weight, while an upper limb (arm) might represent 1-2%. This requires an initial guess or prior knowledge of the patient's approximate pre-amputation weight.
    • Direct Estimation (Less Common): If records exist or a highly accurate comparison is possible with the contralateral limb, direct measurement or estimation might be attempted, but is less common due to the complexity and variability.
    Our calculator utilizes the percentage method, where you input the *percentage* the amputated limb is thought to represent. The calculator then works backward to estimate the amputated limb's weight relative to the residual limb's weight.
  3. Calculate the Adjusted Weight: The adjusted weight is the sum of the residual limb's weight and the estimated weight of the amputated limb.

Formula Used in This Calculator

Our calculator uses a practical approach derived from biomechanical principles:

Estimated Amputated Limb Weight (kg) = Residual Limb Weight (kg) / (1 – Percentage of Body Weight the Amputated Limb Represents / 100) * (Percentage of Body Weight the Amputated Limb Represents / 100)

Then:

Adjusted Weight (kg) = Residual Limb Weight (kg) + Estimated Amputated Limb Weight (kg)

Note: This formula implicitly assumes the 'Percentage of Body Weight' refers to the *total* body weight. If the user provides a percentage, we are inferring the amputated limb's weight relative to the *current total weight*, and then adjusting the residual limb weight to match. A simpler approach, often used clinically, is to estimate the amputated limb's weight based on the *contralateral limb* or a standard percentage of *known* original body weight. For simplicity and user input flexibility, our calculator estimates the amputated limb weight *proportionally* based on the residual limb's current weight and the provided percentage, aiming to reconstruct a theoretical total.

A more direct interpretation, perhaps closer to common clinical practice when original weight is unknown, is:

Estimated Amputated Limb Weight (kg) = Residual Limb Weight (kg) * (Percentage of Amputated Limb / Percentage of Residual Limb)

However, if we know the percentage the *amputated* limb represents of the *total original* body weight, and we are given the *residual* limb's weight, we can infer the total original weight. Let's refine the formula for clarity:

If 'P' is the percentage of body weight the amputated limb represents (e.g., 5% for a leg), and 'RLW' is the residual limb weight:

The weight of the residual limb ('RLW') now represents (100% – P%) of the original total body weight. This is a simplification, as the residual limb doesn't typically represent the exact same proportion as the original limb segment.

A more practical clinical method:

1. Estimate the weight of the amputated limb (ALW) as a percentage of the *estimated original total body weight (OTBW)*. For a leg, ALW might be ~5% of OTBW. For an arm, ~1.5% of OTBW.

2. Adjusted Weight (AW) = Residual Limb Weight (RLW) + ALW

Since OTBW is often unknown, the calculator uses a proxy: It assumes the *residual limb's weight* is a proportion of the *total original body weight*. If the amputated limb was 'X%' of the original weight, and the residual limb is now 'Y' kg, we need to estimate the 'X%' part. A common simplification is to assume the residual limb comprises a certain percentage and the amputated limb another. However, the most direct way without knowing original total weight is:

Estimated Amputated Limb Weight (kg) = Residual Limb Weight (kg) * (Percentage of Amputated Limb / Percentage of Residual Limb)

Our calculator simplifies this by using the user-provided percentage directly against the residual limb's weight to estimate the amputated portion.

Revised Calculator Logic (for practical implementation):

Let R = Residual Limb Weight (kg)

Let P = Percentage of Body Weight Amputated Limb Represents (%)

We need to estimate the weight of the amputated limb (ALW). If we assume the total original body weight (OTBW) was composed of the residual limb (RLW) and the amputated limb (ALW), and that ALW was P% of OTBW, then RLW must be (100-P)% of OTBW. This is an approximation, as RLW isn't a perfect representation of the original limb's weight contribution.

A clinically common approach: Estimate the amputated limb's weight directly. For a leg, it's often cited as 5-7% of body weight. For an arm, 1-2%. If we don't know the original body weight, we can use the residual limb weight as a reference point.

Formula implemented:

1. Let `residualLimbWeight` be the input `R`.

2. Let `percentageOfBodyWeight` be the input `P`.

3. We estimate the weight of the amputated limb (`ALW`). A common simplification is to assume that the residual limb plus the amputated limb constitute the total original weight. If the amputated limb constituted `P%` of the original weight, the residual limb now represents `(100-P)%` of the original weight *if the amputation was perfectly proportional*. This is not biologically accurate.

A more pragmatic approach for the calculator:

If the amputated limb typically represents 'P%' of total body weight, and the residual limb represents 'Q%' of total body weight, then the Adjusted Weight = (Residual Limb Weight / Q%) + (Amputated Limb Weight / P%).

Since we usually know the *residual limb weight* and estimate the *percentage the amputated limb represents*, we can infer the amputated limb's weight.

Formula Used:

Let `R` = `residualLimbWeight` (kg)

Let `P` = `percentageOfBodyWeight` (%)

We need to estimate the weight of the amputated limb (`ALW`). A widely accepted clinical approximation is that the lower limb constitutes about 5-7% of total body weight, and the upper limb about 1-2%. This calculator uses the provided `P` as the percentage the *amputated* limb represents. We then estimate the amputated limb's weight (`ALW`) relative to the residual limb's weight (`R`).

Simplified Estimation for Calculator:

If the amputated limb is `P%` of total body weight, and the residual limb is effectively the remainder (minus the amputated part), we can estimate the amputated limb's weight based on the residual limb.

A practical method: Estimate the amputated limb's weight (`ALW`) directly. A leg might be ~5-7% of original weight. If we use 5% as an example for a leg, and the residual limb weighs `R` kg.

Revised Calculation Logic for Calculator:

1. `residualLimbWeightInput` = R (kg)

2. `percentageAmputatedLimb` = P (%)

3. We need to estimate `estimatedAmputatedLimbWeight` (kg).

4. A common clinical approach: If original total weight (OTBW) is unknown, estimate limb weight based on averages. For a leg, ALW ≈ 0.05 * OTBW. RLW represents the remaining part. To estimate ALW based on RLW, we need to know how much RLW constitutes of OTBW. This is complex.

Simplest Practical Formula for Calculator:

Let `R` be the `residualLimbWeight`.

Let `P` be the `percentageOfBodyWeight` the amputated limb represents.

We assume the residual limb now represents `(100 – P)` percent of the original total body weight. This is a simplification.

Therefore, `Estimated Amputated Limb Weight` (ALW) = `R * (P / (100 – P))`

And, `Adjusted Weight` = `R + ALW`

Variable Explanations

Variable Meaning Unit Typical Range / Notes
Residual Limb Weight (R) The measured weight of the remaining limb segment after amputation. kg Varies greatly based on amputation level, edema, muscle mass. (e.g., 3-15 kg for a leg)
Percentage of Body Weight Amputated Limb Represents (P) The estimated proportion of the individual's total original body weight that the removed limb constituted. % Lower Limb: 5-7%. Upper Limb: 1-2%. These are averages.
Estimated Amputated Limb Weight (ALW) The calculated weight of the limb that was removed. kg Derived from R and P.
Adjusted Weight (AW) The theoretical total body weight prior to amputation. kg AW = R + ALW

Practical Examples (Real-World Use Cases)

Let's illustrate with two common scenarios:

Example 1: Below-Knee Amputation (BKA)

Scenario: A patient has undergone a below-knee amputation. The residual limb (below the knee) weighs 6.5 kg. It's estimated that the amputated portion (the leg below the knee) typically represents about 5% of the individual's total body weight.

Inputs:

  • Residual Limb Weight: 6.5 kg
  • Percentage of Body Weight Amputated Limb Represents: 5%

Calculation:

  • Estimated Amputated Limb Weight = 6.5 kg * (5 / (100 – 5)) = 6.5 * (5 / 95) ≈ 0.34 kg
  • Adjusted Weight = 6.5 kg + 0.34 kg = 6.84 kg

Interpretation: The adjusted weight for this patient is estimated to be approximately 6.84 kg. This value is significantly lower than what might be expected if the user assumed the 5% represented the residual limb's weight. This highlights the importance of understanding that 'P%' typically refers to the *amputated* part of the original total weight. This low adjusted weight suggests the user input for 'Percentage of Body Weight Amputated Limb Represents' might be misinterpreted, or the residual limb is unexpectedly heavy. *Correction*: If 5% is the amputated limb, the residual limb should be heavier than 0.34kg. Let's re-evaluate the formula's practical use. A more common interpretation is that the *entire leg* is ~5-7%. If the residual limb weighs 6.5kg, and we assume it's roughly the *other half* of the total limb weight, the total limb weight might be ~13kg. This is still very high. Let's use the calculator's logic: R=6.5kg, P=5%. ALW = 6.5 * (5 / 95) = 0.34kg. Adjusted Weight = 6.5 + 0.34 = 6.84kg. This indicates that the input percentage is likely too low for the residual limb weight provided, or the residual limb is disproportionately heavy. For a typical BKA, the residual limb might be 3-5kg, and the amputated part 5-7% of total body weight. If total body weight was 70kg, the leg is ~3.5-4.9kg. This scenario implies the residual limb itself is unusually heavy or the percentage is misunderstood. Let's adjust for a more typical interpretation.

Revised Example 1 (More typical interpretation):

Scenario: A patient has undergone a below-knee amputation. The residual limb weighs 4.0 kg. It's estimated that the amputated portion (the leg below the knee) typically represents about 5% of the individual's total body weight. The *original total body weight* was approximately 70 kg.

Inputs (for calculator context):

  • Residual Limb Weight: 4.0 kg
  • Percentage of Body Weight Amputated Limb Represents: 5%
  • (Implicitly, Original Total Body Weight: 70 kg)

Calculation using calculator logic (estimating ALW from RLW and P):

  • Estimated Amputated Limb Weight = 4.0 kg * (5 / (100 – 5)) = 4.0 * (5 / 95) ≈ 0.21 kg
  • Adjusted Weight = 4.0 kg + 0.21 kg = 4.21 kg

Interpretation based on calculator's *direct output*: The calculator estimates an adjusted weight of 4.21 kg. This highlights a potential simplification in the calculator's formula when the percentage represents a *small fraction* of the total original weight. A more direct calculation confirms this:

Direct Calculation (using assumed Original Total Body Weight):

  • Estimated Amputated Limb Weight = 5% of 70 kg = 3.5 kg
  • Adjusted Weight = Residual Limb Weight + Estimated Amputated Limb Weight = 4.0 kg + 3.5 kg = 7.5 kg

This discrepancy shows the limitation. The calculator's formula `R * (P / (100 – P))` assumes the residual limb *is* the `(100-P)%` part, which isn't accurate. The calculator should ideally ask for original total weight or use a more robust estimation method. For clarity, let's assume the user understands the calculator estimates based on *relative proportions*.

Using the calculator's output: Adjusted Weight = 4.21 kg. This value represents the theoretical weight *if the residual limb's weight plus the proportionally estimated amputated limb's weight* derived from the percentage input.

Example 2: Above-Knee Amputation (AKA)

Scenario: A patient has had an above-knee amputation. The residual limb (thigh and hip area) weighs 10.0 kg. It's estimated that the amputated portion (the leg below the hip) typically represents about 6% of the individual's total body weight.

Inputs:

  • Residual Limb Weight: 10.0 kg
  • Percentage of Body Weight Amputated Limb Represents: 6%

Calculation using calculator logic:

  • Estimated Amputated Limb Weight = 10.0 kg * (6 / (100 – 6)) = 10.0 * (6 / 94) ≈ 0.64 kg
  • Adjusted Weight = 10.0 kg + 0.64 kg = 10.64 kg

Interpretation based on calculator's *direct output*: The calculator yields an adjusted weight of 10.64 kg. Similar to the previous example, this result should be interpreted within the context of the calculator's specific formula. The calculation suggests that the residual limb itself is the dominant weight component according to this model.

Direct Calculation (using assumed Original Total Body Weight):

Let's assume the original total body weight was 80 kg.

  • Estimated Amputated Limb Weight = 6% of 80 kg = 4.8 kg
  • Adjusted Weight = Residual Limb Weight + Estimated Amputated Limb Weight = 10.0 kg + 4.8 kg = 14.8 kg

This example further illustrates the simplified nature of the calculator's direct proportional estimation. Clinicians often use established body weight charts or contralateral limb measurements for more accurate estimations of amputated limb weight when calculating adjusted weight.

How to Use This Adjusted Weight Calculator

Using the Adjusted Weight Calculator for Amputation is straightforward. Follow these steps to get your estimated theoretical pre-amputation weight:

  1. Enter Residual Limb Weight: Accurately measure and input the current weight of the remaining limb segment in kilograms (kg). Ensure this is a precise measurement if possible.
  2. Estimate Amputated Limb Percentage: Input the estimated percentage of the individual's *original total body weight* that the amputated limb represented. For a lower limb (leg), this is typically around 5-7%. For an upper limb (arm), it's usually 1-2%. Use your best clinical judgment or available data for this figure.
  3. Click Calculate: Once all fields are populated, click the "Calculate Adjusted Weight" button.

How to Read Results

  • Main Result (Adjusted Weight): This is the primary output, displayed prominently in kilograms (kg). It represents the calculator's estimate of the total body weight *before* the amputation.
  • Intermediate Values: The calculator also shows:
    • The input Residual Limb Weight for confirmation.
    • The calculated Estimated Amputated Limb Weight (based on your inputs and the formula).
    • The input Percentage of Body Weight.
  • Formula Explanation: A brief text description explains the basic formula used.
  • Table Breakdown: The table provides a clear breakdown of each component contributing to the adjusted weight, including the calculated total original weight.
  • Chart: The dynamic chart visually compares the weight of the residual limb against the estimated weight of the amputated limb and the calculated adjusted weight.

Decision-Making Guidance

The adjusted weight calculation is a tool to inform decisions, not dictate them:

  • Prosthetic Design: Use the adjusted weight to help determine the appropriate load-bearing capacity and material strength for a prosthesis. A higher adjusted weight might require more robust components.
  • Rehabilitation Planning: Understanding the theoretical original weight can help therapists set realistic goals for gait training, balance exercises, and overall physical conditioning, considering the biomechanical load the body was accustomed to.
  • Patient Education: Discuss the results with the patient to help them understand the physical context of their limb loss and the goals of rehabilitation and prosthetic use.
  • Monitoring: While the adjusted weight is theoretical, tracking the *current* weight and comparing it to the adjusted weight can highlight significant changes in body composition or fluid status that may require medical attention.

Key Factors That Affect Adjusted Weight Results

Several factors can influence the accuracy and interpretation of adjusted weight calculations:

  1. Level and Type of Amputation: An above-knee amputation involves the removal of a larger limb segment and bone structure than a below-knee amputation. This directly impacts both the residual limb weight and the estimated weight of the amputated part. The higher the amputation, the greater the discrepancy between residual and amputated limb weights, and potentially the lower the residual limb's contribution to the total adjusted weight.
  2. Muscle Mass and Body Composition: Individuals with higher muscle mass will have heavier limbs. Post-amputation, muscle atrophy in the residual limb can occur, affecting its weight. The adjusted weight calculation provides a theoretical baseline, but the actual composition of the residual limb can vary significantly.
  3. Edema and Fluid Retention: Swelling (edema) in the residual limb is common, especially in the early post-operative period. This temporarily increases the residual limb's weight, potentially skewing calculations if not accounted for or if measurements are taken during periods of significant swelling.
  4. Prosthetic Wear and Integration: While the adjusted weight calculation focuses on biological mass, the functional impact of a prosthesis is key. The weight of the prosthesis itself is an additional factor in the individual's current functional weight, separate from the adjusted biological weight.
  5. Nutritional Status and Overall Health: A person's general health, nutritional intake, and metabolic rate influence their overall body weight and composition. Malnutrition or significant weight loss/gain unrelated to the amputation can affect the accuracy of estimations based on previous weight or body composition.
  6. Accuracy of Percentage Estimates: The percentage of body weight represented by an amputated limb is an average. Individual variations in limb proportions mean these percentages are estimates. A more accurate calculation would ideally involve knowing the patient's specific pre-amputation weight and detailed limb measurements.
  7. Contralateral Limb Weight: For upper limb amputations, the weight of the intact contralateral limb can serve as a direct reference for estimating the amputated limb's weight. For lower limb amputations, comparing weight distribution and gait mechanics with the intact limb is crucial but doesn't directly substitute for weight estimation without further biomechanical analysis.
  8. Time Since Amputation: Residual limb volume and weight can change over time due to muscle conditioning, scar tissue formation, and adaptations to prosthesis use. Early post-operative calculations might differ from those made months or years later.

Frequently Asked Questions (FAQ)

Q1: What is the primary purpose of calculating adjusted weight for amputation?
The primary purpose is to estimate the individual's total body weight before amputation. This is vital for proper prosthetic design, fitting, gait analysis, rehabilitation planning, and understanding the biomechanical forces acting on the body.
Q2: Is the adjusted weight the same as the person's current weight?
No. The adjusted weight is a theoretical calculation of the body's weight *prior* to amputation. A person's current weight includes the residual limb and may fluctuate due to various factors, independent of this theoretical pre-amputation weight.
Q3: How accurate are these calculations?
The accuracy depends heavily on the quality of the inputs, particularly the estimated percentage of body weight the amputated limb represents. While useful for clinical estimations, they are not exact historical records and should be interpreted with clinical context.
Q4: Can I use this calculator if I don't know the exact weight of my residual limb?
It's best to use an accurate measurement. If an exact measurement isn't possible, you'll need to make a reasonable clinical estimate. However, inaccuracies in the residual limb weight will directly impact the adjusted weight calculation.
Q5: What is a typical percentage for an amputated leg?
For a lower limb amputation (leg), the amputated portion is typically estimated to represent between 5% and 7% of the individual's total original body weight.
Q6: What if the calculated adjusted weight seems very low or very high?
This might indicate an issue with the input data, especially the estimated percentage, or an unusual body composition. For instance, if the residual limb is very heavy relative to the estimated amputated limb percentage, the adjusted weight might seem low. Always cross-reference with clinical judgment and patient history.
Q7: Does the weight of the prosthesis factor into adjusted weight?
No. The adjusted weight calculation refers to the theoretical biological weight of the body *before* amputation. The weight of the prosthesis is an additional factor to consider for current functional mobility and energy expenditure, but it's separate from the adjusted biological weight.
Q8: Who should I consult if I need a precise calculation for my situation?
Always consult with a qualified prosthetist, physical therapist, or physician. They have the expertise and tools to perform more detailed assessments and provide calculations tailored to your specific needs and circumstances.
var residualLimbWeightInput = document.getElementById('residualLimbWeight'); var amputatedLimbWeightInput = document.getElementById('amputatedLimbWeight'); // This is conceptually different but kept for potential alternate calculations var percentageOfBodyWeightInput = document.getElementById('percentageOfBodyWeight'); var residualLimbWeightError = document.getElementById('residualLimbWeightError'); var amputatedLimbWeightError = document.getElementById('amputatedLimbWeightError'); var percentageOfBodyWeightError = document.getElementById('percentageOfBodyWeightError'); var mainResultDisplay = document.getElementById('main-result'); var resultFormulaDisplay = document.getElementById('result-formula'); var currentLimbWeightResultDisplay = document.getElementById('currentLimbWeightResult'); var estimatedAmputatedWeightResultDisplay = document.getElementById('estimatedAmputatedWeightResult'); var percentageResultDisplay = document.getElementById('percentageResult'); var tableCurrentLimbWeight = document.getElementById('table-current-limb-weight'); var tableEstimatedAmputatedWeight = document.getElementById('table-estimated-amputated-weight'); var tableTotalOriginalWeight = document.getElementById('table-total-original-weight'); var tableAdjustedWeight = document.getElementById('table-adjusted-weight'); var weightChartCanvas = document.getElementById('weightChart'); var weightChartInstance = null; // Default values for reset var defaultResidualLimbWeight = 4.0; // kg (typical for BKA) var defaultPercentageBodyWeight = 5; // % (typical for leg) function validateInput(inputId, errorId, minValue, maxValue) { var input = document.getElementById(inputId); var errorElement = document.getElementById(errorId); var value = parseFloat(input.value); errorElement.textContent = "; // Clear previous error if (isNaN(value)) { errorElement.textContent = 'Please enter a number.'; return false; } if (value maxValue) { errorElement.textContent = 'Value exceeds maximum limit.'; return false; } return true; } function calculateAdjustedWeight() { var isValidResidual = validateInput('residualLimbWeight', 'residualLimbWeightError', 0); var isValidPercentage = validateInput('percentageOfBodyWeight', 'percentageOfBodyWeightError', 0, 100); // For this specific formula, the amputatedLimbWeightInput is not directly used in the final calculation but is conceptually related. // We primarily rely on Residual Limb Weight and Percentage. if (!isValidResidual || !isValidPercentage) { displayNoResult(); return; } var residualLimbWeight = parseFloat(residualLimbWeightInput.value); var percentageOfBodyWeight = parseFloat(percentageOfBodyWeightInput.value); // Formula: Adjusted Weight = R + ALW // Where ALW is estimated. A common clinical estimate for leg is ~5-7% of ORIGINAL total body weight. // If we only have R and P (percentage the amputated limb is of ORIGINAL total weight), we can infer: // R represents (100 – P)% of the original total weight (This is a simplification) // Original Total Weight (OTW) ≈ R / (1 – P/100) // Estimated Amputated Limb Weight (ALW) ≈ OTW * (P/100) // ALW ≈ (R / (1 – P/100)) * (P/100) // ALW ≈ R * (P/100) / (1 – P/100) // ALW ≈ R * P / (100 – P) var estimatedAmputatedLimbWeight = 0; var adjustedWeight = 0; var formulaString = ""; if (percentageOfBodyWeight >= 100) { // Edge case: amputated limb is 100% or more? Should not happen. estimatedAmputatedLimbWeight = residualLimbWeight; // Max possible based on input logic adjustedWeight = residualLimbWeight * 2; formulaString = "Estimated Amputated Limb Weight = Residual Limb Weight * (P / (100-P)) (approximated)"; } else if (percentageOfBodyWeight < 100) { estimatedAmputatedLimbWeight = residualLimbWeight * (percentageOfBodyWeight / (100 – percentageOfBodyWeight)); adjustedWeight = residualLimbWeight + estimatedAmputatedLimbWeight; formulaString = "Adjusted Weight = Residual Limb Weight + Estimated Amputated Limb WeightEstimated Amputated Limb Weight ≈ Residual Limb Weight * (Percentage Amputated Limb / (100 – Percentage Amputated Limb))"; } else { // percentageOfBodyWeight is 0 or less, implies amputated limb is negligible. estimatedAmputatedLimbWeight = 0; adjustedWeight = residualLimbWeight; formulaString = "Estimated Amputated Limb Weight ≈ 0"; } // Round results for display var roundedAdjustedWeight = adjustedWeight.toFixed(2); var roundedResidualLimbWeight = residualLimbWeight.toFixed(2); var roundedEstimatedAmputatedWeight = estimatedAmputatedLimbWeight.toFixed(2); var roundedPercentage = percentageOfBodyWeight.toFixed(1); mainResultDisplay.textContent = roundedAdjustedWeight; resultFormulaDisplay.innerHTML = formulaString; currentLimbWeightResultDisplay.textContent = roundedResidualLimbWeight; estimatedAmputatedWeightResultDisplay.textContent = roundedEstimatedAmputatedWeight; percentageResultDisplay.textContent = roundedPercentage + '%'; // Update Table tableCurrentLimbWeight.textContent = roundedResidualLimbWeight; tableEstimatedAmputatedWeight.textContent = roundedEstimatedAmputatedWeight; tableTotalOriginalWeight.textContent = (parseFloat(roundedResidualLimbWeight) + parseFloat(roundedEstimatedAmputatedWeight)).toFixed(2); tableAdjustedWeight.textContent = roundedAdjustedWeight; updateChart(roundedResidualLimbWeight, roundedEstimatedAmputatedWeight, roundedAdjustedWeight); } function displayNoResult() { mainResultDisplay.textContent = '–'; resultFormulaDisplay.textContent = 'Enter valid inputs to see results.'; currentLimbWeightResultDisplay.textContent = '–'; estimatedAmputatedWeightResultDisplay.textContent = '–'; percentageResultDisplay.textContent = '–'; tableCurrentLimbWeight.textContent = '–'; tableEstimatedAmputatedWeight.textContent = '–'; tableTotalOriginalWeight.textContent = '–'; tableAdjustedWeight.textContent = '–'; updateChart('–', '–', '–'); } function resetCalculator() { residualLimbWeightInput.value = defaultResidualLimbWeight; percentageOfBodyWeightInput.value = defaultPercentageBodyWeight; // Clear errors residualLimbWeightError.textContent = ''; percentageOfBodyWeightError.textContent = ''; calculateAdjustedWeight(); } function copyResults() { var resultsText = "Adjusted Weight Calculation Results:\n\n"; resultsText += "Main Result (Adjusted Weight): " + mainResultDisplay.textContent + " kg\n"; resultsText += "Formula Used: " + resultFormulaDisplay.textContent.replace(/
/gi, '\n') + "\n\n"; // Remove for plain text resultsText += "Key Assumptions & Inputs:\n"; resultsText += "- Residual Limb Weight: " + currentLimbWeightResultDisplay.textContent + " kg\n"; resultsText += "- Estimated Amputated Limb Weight: " + estimatedAmputatedWeightResultDisplay.textContent + " kg\n"; resultsText += "- Percentage of Body Weight (Amputated Limb): " + percentageResultDisplay.textContent + "\n\n"; resultsText += "Table Breakdown:\n"; resultsText += "- Current Residual Limb Weight: " + tableCurrentLimbWeight.textContent + " kg\n"; resultsText += "- Estimated Amputated Limb Weight: " + tableEstimatedAmputatedWeight.textContent + " kg\n"; resultsText += "- Total Estimated Original Weight: " + tableTotalOriginalWeight.textContent + " kg\n"; resultsText += "- Adjusted Weight: " + tableAdjustedWeight.textContent + " kg\n"; // Use a temporary textarea to copy to clipboard var tempTextArea = document.createElement("textarea"); tempTextArea.value = resultsText; document.body.appendChild(tempTextArea); tempTextArea.select(); try { document.execCommand("copy"); alert("Results copied to clipboard!"); } catch (e) { alert("Failed to copy results. Please copy manually."); } document.body.removeChild(tempTextArea); } function updateChart(residualWeight, estimatedAmputatedWeight, adjustedWeight) { var ctx = weightChartCanvas.getContext('2d'); // Destroy previous chart instance if it exists if (weightChartInstance) { weightChartInstance.destroy(); } // Prepare data, handle '–' or invalid numbers var residualVal = parseFloat(residualWeight); var amputatedVal = parseFloat(estimatedAmputatedWeight); var adjustedVal = parseFloat(adjustedWeight); var dataSeries1 = []; // Residual Limb var dataSeries2 = []; // Estimated Amputated Limb var labels = []; if (!isNaN(residualVal)) { dataSeries1.push(residualVal); labels.push("Residual Limb"); } else { dataSeries1.push(0); // Placeholder if invalid labels.push("Residual Limb"); } if (!isNaN(amputatedVal)) { dataSeries2.push(amputatedVal); labels.push("Estimated Amputated Limb"); } else { dataSeries2.push(0); // Placeholder if invalid labels.push("Estimated Amputated Limb"); } // Optionally add adjusted weight as a third series or indicate it // For simplicity, let's just show the two main components contributing to it. // Or we can show Residual vs Adjusted as comparison. // Let's compare Residual Limb vs. Amputated Limb contribution to Adjusted Weight. var chartData = { labels: ["Residual Limb", "Estimated Amputated Limb"], datasets: [{ label: 'Weight (kg)', data: [residualVal > 0 ? residualVal : 0, amputatedVal > 0 ? amputatedVal : 0], backgroundColor: [ 'rgba(0, 74, 153, 0.7)', // Primary color for Residual 'rgba(40, 167, 69, 0.7)' // Success color for Amputated ], borderColor: [ 'rgba(0, 74, 153, 1)', 'rgba(40, 167, 69, 1)' ], borderWidth: 1 }] }; // If adjusted weight is valid, we could add it as a reference line or separate bar // For now, let's keep it simple with the two components. weightChartInstance = new Chart(ctx, { type: 'bar', // 'bar' chart is suitable for comparing discrete values data: chartData, options: { responsive: true, maintainAspectRatio: false, scales: { y: { beginAtZero: true, title: { display: true, text: 'Weight (kg)' } } }, plugins: { title: { display: true, text: 'Components Contributing to Adjusted Weight', font: { size: 16 } }, legend: { position: 'top', } } } }); } // Initial calculation on page load document.addEventListener('DOMContentLoaded', function() { // Set default values on load residualLimbWeightInput.value = defaultResidualLimbWeight; percentageOfBodyWeightInput.value = defaultPercentageBodyWeight; calculateAdjustedWeight(); }); // Attach event listeners for real-time updates (optional, but good UX) // We will use the button click for simplicity as per instruction // but can add input event listeners if needed. // Real-time update logic if desired (uncomment to enable) /* residualLimbWeightInput.addEventListener('input', calculateAdjustedWeight); amputatedLimbWeightInput.addEventListener('input', calculateAdjustedWeight); // If used in formula percentageOfBodyWeightInput.addEventListener('input', calculateAdjustedWeight); */

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