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Why is Carbon Fibre used in Tennis Rackets? What’s wrong with wood or steel? Dario Modirrousta- Galian

Dario Modirrousta-Galian. French monks in the 11 th or 12 th century Wooden tennis rackets. Introduction of Carbon Fibre. Popularity growth

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Page 1: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

Why is Carbon Fibre used in Tennis Rackets?

What’s wrong with wood or steel?

Dario Modirrousta-Galian

Page 2: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

A brief history of Tennis

French monks in the 11th or 12th century

Wooden tennis rackets.

Introduction of Carbon Fibre.

Popularity growth.

Page 3: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

What Properties are needed for a good tennis racket?

Low density

Strong

Stiff

Hard

Page 4: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

DensityMATERIAL DENSITY AVERAGE

MASS OF TENNIS RACKET (grams)

CARBON FIBRE 1740 310-340

STEEL 7900 355-400

WOOD (ASH) 710 365-425

Page 5: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

StrengthMass: 0.06kgMax Speed: 73m/sContact time: 0.03sReturn Shot: 73m/sHead Size: 0.082m2

Racket Ball

Before 0 4.38

After 8.76 -4.38

P= m × vP= 0.06 × 73P= 4.38

P= m × vP= 0.06 × -73P= -4.38

Conservation of momentum

Ball Before

Ball after F=(Δmv) ⁄t

F= 8.76/0.03

F≈300N

P=N/m2

300/0.082

=3658.54

≈ 3700Pa

Page 6: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

Strength

Page 7: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

Wood

Metal

Flexible

Page 8: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

StiffnessMATERIAL YOUNG’S MODULUS (N/m2)

CARBON FIBRE 530 × 109

STEEL 200 × 109

WOOD (ASH) 4400-18100

Page 9: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

Cost- Carbon FibreCFRP= Carbon fibre reinforced polymer

Costs per kg: £50-£75

Price of Racket:

£25.50(MAX)

Page 10: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

Costs per kg: £5-£8

Price of Racket:

£3.40(MAX)

Cost- Ash Wood

Page 11: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

Costs per kg: £1-£7

Price of Racket:

£2.80(MAX)

Cost- Steel

Page 12: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

Microstructure

Strong Covalent bonds require a lot of energy/force to break. These are very directional bonds.

Page 13: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

Macrostructure

Structure is in a cross-hatched style which makes it very tight. This makes it very useful for tennis rackets as it makes them very strong.

Carbon Fibre under an electron microscope.

Page 14: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

So why is Carbon Fibre used instead of Ash or Steel?

Page 15: Dario Modirrousta-Galian.  French monks in the 11 th or 12 th century  Wooden tennis rackets.  Introduction of Carbon Fibre.  Popularity growth

Head Size: 0.039m²-0.042m²

Head Size:0.052m²-0.058m²

Head Size: 0.077m²-0.087m²

Maximum= 0.088m2