Tema 4 ELS MATERIALS I LES SEVES PROPIETATS
PROPIETATS DELS
MATERIALS
Les propietats dels materials defineixen les seves utilitats. Les seves
utilitats els diferencien dels altres.
Hi ha dues classes de propietats les propietats extrínseques:
depenen de fenòmens exteriors i s’observen exposant el material a l’acció d’un fenomen
exterior, es consideren propietats extrínseques totes les propietats
mecàniques. I les propietats
intrínseques: no depenen de fenòmens externs ni cal sotmetre-les a cap
acció, es consideren propietats intrínseques les físiques, les químiques i les
ecològiques.
PROPIETATS DELS
MATERIALS
1 Propietats
físiques
Les propietats
físiques ens permeten determinar les característiques dels materials
independentment de la seva forma, grandària o composició.
Les més
importants són: 1.1 les mecàniques, 1.2 les tèrmiques, 1.3 la densitat 1.4 les
elèctriques, 1.5 les magnètiques, 1.6 les òptiques, i 1.7 les acústiques.
1.1 Propietats
mecàniques
Són les que ens
permeten determinar el comportament dels materials quan són sotmesos a una
força. Les més importants són: 1.1.1les tecnològiques, 1.1.2 la duresa, 1.1.3 la
tenacitat, 1.1.4 l’elasticitat i 1.1.5 la resistència mecànica o fatiga.
1.1.1 Propietats tecnològiques
Són les que
descriuen el comportament dels materials quan els éssers humans els treballen.
Les més importants són 1.1.1.1 La plasticitat. 1.1.1.2 la fusibilitat, 1.1.1.3 la
soldabilitat.
1.1.1.1 Plasticitat:
És la propietat
que tenen els materials de deformar−se permanentment sense trencar−se.
D'aquesta propietat se' n deriven la mal·leabilitat i la ductilitat.
La mal·leabilitat és la propietat que tenen alguns
materials de deformar−se permanentment en forma de làmines o planxes quan són
sotmesos a una força de comprensió.
La ductilitat, en canvi, permet la deformació permanent en forma de
fils quan alguns materials són sotmesos a una força de tracció.
1.1.1.2 Fusibilitat:
És la major o
menor facilitat que tenen els materials per a fondre's (passar de l’estat sòlid
al líquid) per l'efecte del calor.
1.1.1.3 Soldabilitat:
És la facilitat
d’alguns materials per poder ser soldats.
1.1.2 Duresa:
És la capacitat
de una substància sòlida per resistir deformació, ser ratllada o penetrada. (el
contrari d’un material dur és un material tou).
1.1.3 Tenacitat i
fragilitat:
La tenacitat és
la propietat que tenen els materials de resistir esforços. La fragilitat: diem
que un material és fràgil quan es trenca abans de deformar−se.
El vidre és un
material fràgil, en canvi els metalls, determinats plàstics i les fustes tenen
una gran tenacitat.
1.1.4 Elasticitat:
És la capacitat que
tenen els materials de recuperar la forma original després de ser comprimits o estirats
per una força externa.
1.1.5 Resistència mecànica:
És la capacitat que té un material de suportar un esforç sense trencar-se.
Es consideren cinc tipus de resistències mecàniques: tracció, compressió, flexió, i torsió.
1.1.6 Fatiga:
És la capacitat que té un material de suportar un esforç sense trencar-se.
Es consideren cinc tipus de resistències mecàniques: tracció, compressió, flexió, i torsió.
Esforç
aplicat
|
Deformació
produïda
|
Tracció
|
Allargament
|
Compressió
|
Aixafament
|
Flexió
|
Corbament
|
Torsió
|
Retorçament
|
Cisallament
|
Tall
|
1.1.6 Fatiga:
És el
deteriorament progressiu dels metalls que acaben produint la seva ruptura. La
fatiga es produeix quan s'aplica un esforç repetitiu al metall.
1.2 Propietats
Tèrmiques:
1.2.1 Conductivitat tèrmica:
És la capacitat
d’un material de propagar la calor.
1.2.2 Dilatació:
És una propietat
que tenen alguns materials que augmenten de dimensions quan s’escalfen, és a
dir, es fan una mica més grans. Diem que es dilaten.
1.2.3 Temperatura
de fusió:
És la temperatura
a la qual un material passa de l’estat sòlid a l’estat líquid.
1.3 Densitat:
La densitat es
defineix com la relació que hi ha entre la massa (o el pes) i que ocupa (el
volum). En ocasions es parla de densitat relativa que és la relació entre la densitat
d'un cos i la densitat de l'aigua a 4ºC,
que es pren com unitat. Com un centímetre cúbic d'aigua a 4ºC te una massa de 1g, la
densitat relativa de la substància equival numèricament a la seva densitat
expressada en grams per centímetre cúbic.
1.4 Conductivitat elèctrica:
És la propietat
dels materials que facilita, en més o menys grau, el pas del corrent elèctric.
No tots els materials oposen la mateixa resistència al pas del corrent
elèctric. Així doncs, els que n'afavoreixen el pas s'anomenen conductors i
els que oposen resistència aïllants. Semiconductors
Un semiconductor,
és un material sòlid o líquid amb capacitat de conduir l'electricitat major que
un aïllant, però pitjor que un metall.
1.5 Magnetisme:
És la capacitat
que tenen certs materials de magnetitzar-se, és a dir, de ser atrets per un
imant o de comportar-se com ell.
1.6 Òptiques:
Aquestes
propietats es posen de manifest quant la llum incideix sobre els materials. Opacitat si no deixen passar la llum
diem que són cossos opacs. Transparència:
diem que un cos és transparent, quan deixa passar la llum i es pot
distingir amb claredat els objectes de l’altre banda. I translucidesa un cos es translúcid deixa passar la llum
però els objectes de l’altre costat no es veuen bé.
1.7 Acústics:
Determinen la
resposta dels materials davant el so.
2 Químiques:
Són les que es refereixen al comportament d’un material quan el sotmetem
a l’acció d’agents atmosfèrics o químics.
2.1 Oxidació:
És la capacitat amb la que un material s’oxida, és a dir, reacciona amb
contacte de l’aire o de l’aigua.
3 Ecològiques:
Segons l’impacte que produeixen els materials en el medi ambient, es
classifiquen en:
3.1 Reciclables:
Són els materials
que es poden reciclar, aquests materials poden ser utilitzat per fabricar-ne un
altre diferent.
3.2 Reutilitzable:
És pot tornar a
utilitzar però solament pel mateix ús.
3.3 Tòxics:
Aquest materials
son nocius pel medi ambient, perquè
poden resultar verinosos pels sers vius i contaminen l’aigua, el sòl i
l’atmosfera.
3.4 Biodegradables:
Són els materials
que la naturalesa triga poc temps en descompassar-los de forma natural amb
altres substàncies.
Tema 4 ELS MATERIALS I LES SEVES PRIPIETATS
ACTIVITATS
1.- Digues quina utilitat té en tecnologia conèixer les propietats dels materials.
2.- Quines diferències trobes entre les propietats físiques i les tecnològiques?
3.- Indica el tipus d’esforç a què estan sotmeses les parts numerades dels
següents objectes:
![](data:image/png;base64,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)
4.- Tu saps com treballa una molla, probablement a l’interior del teu bolígrafs
n’hi hagi una. Diries que és elàstica o flexible? Per què?
5.- És correcte dir aquest objecte és molt dur perquè ha catgut a terra i no s’ha
trencat? Per què? Com s’hauria de dir?
6.- Llegeix amb atenció les frases següents i indica si la paraula plàstic fa
referència a la propietat de la plasticitat o si, en Canvi, es refereix als
materials que coneixem amb el nom de plàstics.
a) Hem utilitzat un material plàstic perquè cal que tingui una forma complicada.
b) El cotxe que em van regalar era de plàstic i pesava molt poc.
c) Era de plàstic i per això es va cremar.
d) Calia que fos plàstic, però es va trencar quan l’intentàvem treballar.
7.- Si volem fabricar filferro, quina MENA de material farem servir: un material
dúctil o un de mal•leable? I si volem fabricar llaunes de begudes.
8.- De la relació d’objectes següents, quins et sembla que haurien de tenir conductivitat
tèrmica elevada i quins no? Justifica la teva resposta.
Maneta d’una porta, mànec d’una paella, paella, radiador de calefacció, volant d’un cotxe,
cassola.
9.- Com ho faries per saber si un material és magnètic o n? Busca quatre objectes que
continguin imants i indica quina és la seva funció.
10.- Per què no és correcte dir que la fusta pesa menys que el plom?
11.- Quina és la diferència entre conductivitat elèctrica i conductivitat tèrmica?
12.- Explica la diferència que hi ha entre un material dur i un altre tenaç. És possible que un
material sigui dur però que no sigui tenaç?. En cas afirmatiu posa’n un exemple.
13.- Quina és la propietat per qual podem canviar la forma d’alguns materials una vegada
fosos?
14.- Què els passa als materials quan es dilaten?
15.- Quins dels materials següents es poden soldar i quins no? Ceràmica, fusta, coure,
plàstic.
16.-
a) Quin dels materials de la taula és el més pesant?
b) Quin és el més lleuger?
c) Quins suren a l’aigua? Quins no? Per què?
d) Per què creus que no apareixen en aquesta taula les densitats de la porcellana i el
vidre.
e) Calcula la densitat del ferro en g/cm3
17.- Tenim un tros de ferro i un altre de fusta de pi. Tots dos tenen el mateix volum: 58 cm3.
a) Calcula la massa del tros de ferro.
b) Calcula la massa del tros de fusta de pi.
c) Quin dels dos pesa més.
Tema 4 ELS MATERIALS I LES SEVES PRIPIETATS
ACTIVITATS
1.- Digues quina utilitat té en tecnologia conèixer les propietats dels materials.
2.- Quines diferències trobes entre les propietats físiques i les tecnològiques?
3.- Indica el tipus d’esforç a què estan sotmeses les parts numerades dels
següents objectes:
4.- Tu saps com treballa una molla, probablement a l’interior del teu bolígrafs
n’hi hagi una. Diries que és elàstica o flexible? Per què?
5.- És correcte dir aquest objecte és molt dur perquè ha catgut a terra i no s’ha
trencat? Per què? Com s’hauria de dir?
6.- Llegeix amb atenció les frases següents i indica si la paraula plàstic fa
referència a la propietat de la plasticitat o si, en Canvi, es refereix als
materials que coneixem amb el nom de plàstics.
a) Hem utilitzat un material plàstic perquè cal que tingui una forma complicada.
b) El cotxe que em van regalar era de plàstic i pesava molt poc.
c) Era de plàstic i per això es va cremar.
d) Calia que fos plàstic, però es va trencar quan l’intentàvem treballar.
7.- Si volem fabricar filferro, quina MENA de material farem servir: un material
dúctil o un de mal•leable? I si volem fabricar llaunes de begudes.
8.- De la relació d’objectes següents, quins et sembla que haurien de tenir conductivitat
tèrmica elevada i quins no? Justifica la teva resposta.
Maneta d’una porta, mànec d’una paella, paella, radiador de calefacció, volant d’un cotxe,
cassola.
9.- Com ho faries per saber si un material és magnètic o n? Busca quatre objectes que
continguin imants i indica quina és la seva funció.
10.- Per què no és correcte dir que la fusta pesa menys que el plom?
11.- Quina és la diferència entre conductivitat elèctrica i conductivitat tèrmica?
12.- Explica la diferència que hi ha entre un material dur i un altre tenaç. És possible que un
material sigui dur però que no sigui tenaç?. En cas afirmatiu posa’n un exemple.
13.- Quina és la propietat per qual podem canviar la forma d’alguns materials una vegada
fosos?
14.- Què els passa als materials quan es dilaten?
15.- Quins dels materials següents es poden soldar i quins no? Ceràmica, fusta, coure,
plàstic.
16.-
b) Quin és el més lleuger?
c) Quins suren a l’aigua? Quins no? Per què?
d) Per què creus que no apareixen en aquesta taula les densitats de la porcellana i el
vidre.
e) Calcula la densitat del ferro en g/cm3
17.- Tenim un tros de ferro i un altre de fusta de pi. Tots dos tenen el mateix volum: 58 cm3.
a) Calcula la massa del tros de ferro.
b) Calcula la massa del tros de fusta de pi.
c) Quin dels dos pesa més.