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Thermoforming 2.810 Fall 2002 Professor Tim Gutowski

Thermoforming 2.810 Fall 2002 Professor Tim Gutowski

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Thermoforming

2.810 Fall 2002Professor Tim Gutowski

Thermoforming Process Plan

Hardware Requirements Tool Trim Fixture

Set-up Mount Tool in Thermoformer Mount Trim Fixture

Run Fixture Sheet; Heat; Form; Cool; Trim

ThermoformingHeater

Plastics sheetClamping

Vacuum

*

**

* Source: R. Ogorkiewicz, “Engineering Properties of Thermoplastics.”; ** http://www.arrem.com/designguide/dgprocesscap.htm

Thin corner

Thermoforming

Variations on the process

Drape Forming

Vacuum Forming

Vacuum Snap-Back Forming

Billow Vacuum Forming

Variations on the process

Plug-assist Vacuum Forming Plug-assist Pressure Forming

Pressure Reverse Draw with Plug-assisted

Production Equipment

Heat Transfer in Thermoforming

Heating convectionqradiationqradiationq

conductionq

Coolingconvectionradiation qq &

conductionq

Temperature regimes for polymers

Log E(t)

TemperatureTg Tm

Semi-crystalline Polymer

Log E(t)

TemperatureTg Tg+60C

Amorphous Polymer

Viscoelastic Effects During processing

Unloaded sample

Coiled polymer chain

Extended polymer chain

Loaded sample

Polymer chains tend to exist in coiled configurations. Loading the sample can extend the chain and alter the mechanical behavior. Generally, abrupt, high rates of loading will extend the chain and lead to elastic effects. On the other hand, gradual slow rates of loading allow the chain to more or less retain its coiled configuration, with a resulting primarily viscous response

Simple Viscoelastic System

ddss

ds

ds

E

; :behavior veConstituti

2 :itycompatibil Kinematic

:mEquilibriu Force

2 gives This E

Modulus Elastic

Viscosity Newtonian""

:isconstant Time tic viscoelasThe

E

)1(2

0at 0 I.C. with 2 : oSolution t

te

t

behavior ous visc2

i.e. / of valuesLarge

tt

behavior elastic 2

behavior thens,let

2 ))/1(1(2

i.e. / of valuesSmall

E

t

tt

tt

“FAST” t << Elastic“SLOW” t >> Viscous“INBETWEN” t ~ Viscoelastic

Temp. Dependence of Time constant,

TE

e

E

RTE

0

0

Arrhenius

Rubber elasticity

Approximation RTEe 0(For better accuracy, use Time-Temp shift, WLF eqn.)

Example: PMMA Temp 40C 114 yrs100C Tg

135C 3.5 millisec