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Losses of Energy Calculation During Human Works

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Chapter 1 - Numerical Calculating of energy Lose During Human Works

🔢 Problem 1: Basic Energy LossA person does 500 J of useful work. The body efficiency is 25%.

Find:

Total energy used

Energy lost

Solution:Efficiency formula:

\eta = \frac{W}{E_{in}}

[

E_{in} = \frac{W}{\eta} = \frac{500}{0.25} = 2000 , J

]

Energy loss:

[

E_{loss} = E_{in} - W = 2000 - 500 = 1500 , J

]

✅ Answer:

Total energy used = 2000 J

Energy lost = 1500 J

🔢 Problem 2: Lifting WorkA worker lifts a 20 kg object to a height of 1.5 m.

Efficiency of the body = 20%

Find:

Useful work done

Total energy used

Energy lost

Solution:Work done:

W = mgh

[

W = 20 \times 9.8 \times 1.5 = 294 , J

]

Total energy:

[

E_{in} = \frac{294}{0.20} = 1470 , J

]

Energy loss:

[

E_{loss} = 1470 - 294 = 1176 , J

]

✅ Answer:

Work done = 294 J

Energy used = 1470 J

Energy lost = 1176 J

🔢 Problem 3: Power and Energy LossA person works at a power of 100 W for 10 minutes.

Efficiency = 25%

Find:

Total energy used

Useful work

Energy loss

Solution:Time:

[

t = 10 \times 60 = 600 , s

]

Total energy:

E = P \times t

[

E_{in} = 100 \times 600 = 60,000 , J

]

Useful work:

[

W = 0.25 \times 60,000 = 15,000 , J

]

Energy loss:

[

E_{loss} = 60,000 - 15,000 = 45,000 , J

]

✅ Answer:

Total energy = 60,000 J

Useful work = 15,000 J

Energy lost = 45,000 J

🔢 Problem 4: Running ActivityA runner uses 300,000 J of energy. Only 30% is converted into motion.

Find:

Useful work

Energy loss

Solution:[

W = 0.30 \times 300,000 = 90,000 , J

]

[

E_{loss} = 300,000 - 90,000 = 210,000 , J

]

✅ Answer:

Useful work = 90,000 J

Energy lost = 210,000 J

🔢 Problem 5: Efficiency CalculationA person uses 2500 J of energy and performs 500 J of work.

Find efficiency.

Solution:[

\eta = \frac{500}{2500} \times 100 = 20%

]

✅ Answer:

Efficiency = 20%

🔢 Problem 6: Continuous Work (Advanced)A laborer works for 2 hours at 150 W power.

Efficiency = 25%

Find:

Total energy used

Useful work

Energy loss

Solution:Time:

[

t = 2 \times 3600 = 7200 , s

]

Total energy:

[

E_{in} = 150 \times 7200 = 1,080,000 , J

]

Useful work:

[

W = 0.25 \times 1,080,000 = 270,000 , J

]

Energy loss:

[

E_{loss} = 1,080,000 - 270,000 = 810,000 , J

]

✅ Answer:

Total energy = 1,080,000 J

Useful work = 270,000 J

Energy lost = 810,000 J

📌 Final InsightFrom all problems, we observe:

Human efficiency is low (20–30%)

Most energy (70–80%) is lost

Loss mainly occurs as:

Heat

Internal resistance

Metabolic activity