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Reballing, aber verlässlich.

17 Beiträge0 Aufrufevor 1 Monaten
vor 1 Monaten
#1

Guten Abend ihr Lieben.

Ich wollte mal fragen ob ihr auch bei Bedarf Chips reballt und ob ihr das ordentlich hin bekommt?

Ich möchte einen Audiochip vom Iphone 6 reballen ( den kleineren U1601) und mir graut es jetzt schon wieder davor, weil es jedesmal aufs Neue wie Lottospielen ist…meistens klappts nicht.

Eine richtige Anleitung wäre das Beste, ein Video in deutsch von Alex zum Beispiel [emoji6]

Meine Fragen wären…was ist eure Unterlage? Beheitzt oder nicht? Altes Zinn mit Entlötlitze runter oder reicht mit dem Lötkolben um die Pads zu schonen? Chip nur auflegen oder mit Kaptonband festtapen? Vor der Zinnpaste nochmal Flux drauf oder nicht? Welche Temperatur mit der Hotair, wie beim löten auf dem Board oder nur in Höhe der Schmelztemperatur der Zinnpaste? wie die Zinnpaste am besten dosieren…und woran erkenn ich ob meine Paste was taugt? wie den Chip am besten aus der Maske lösen? dann nochmal fluxen und erhitzen oder sollte der Chip dann schon passen?

Ich hab wie ihr seht 1000 Unsicherheiten und das is echt ungeil. Hoffe ihr habt wie immer mehr Ahnung als ich [emoji16]

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Importiert aus apple-forum.de

vor 1 Monaten
#2

RE: Reballing, aber verlässlich.

ungeil XD

Ich benutze derzeit 3d stencils für die Iphone ics .. Die sind schonmal goldwert. Für ie größeren ICs habe ich richtige Module die zusammengesteckt werden und wo nichts schiefgehen kann,

Ich kenne das Problem mit den Blechen :smiley:
Ich mache mal wenns ist in den nächsten Tagen ein Video.

ich denke aber das der Alex auch was dazu sagen kann. :slight_smile: Lg

vor 1 Monaten
#3

RE: Reballing, aber verlässlich.

3d stencil? wat das?

vor 1 Monaten
#4

RE: Reballing, aber verlässlich.

Einfach mal googeln…habs auch gleich geordert, sieht vielversprechend aus [emoji4]

bei den Modulen zum zusammenstecken meinst du bestimmt diesen großen meist blauen Klotz mit Rahmen für die Stencils … eher für BGA s von Laptops geeignet, …oder gibts noch was ? hab nur noch so was ähnliches von Finetech gefunden.

Das Video wäre echt super, danke schon mal.

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vor 1 Monaten
#5

RE: Reballing, aber verlässlich.

@Handyreparatur Mayer: Danke fĂĽr den Tipp :wink:

Werde ich auch gleich ordern und testen.

Und der Vorschlag ein Video zu machen - wäre spitze wenn das klappt. :slight_smile:

#42

vor 1 Monaten
#6

RE: Reballing, aber verlässlich.

@Handyreparatur Mayer: Danke fĂĽr den Tipp :wink:

Werde ich auch gleich ordern und testen.

Und der Vorschlag ein Video zu machen - wäre spitze wenn das klappt. :slight_smile:

#42

Oderst du fĂĽr mich auch mal mit zum testen? Dann muss ich ned selber bestellen :slight_smile:

vor 1 Monaten
#7

RE: Reballing, aber verlässlich.

geht klar[emoji4]

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[hr]
hab erstmal nur fürs iphone 6…da is das meiste auch vom 6s mit drauf

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vor 1 Monaten
#9

RE: Reballing, aber verlässlich.

vor 1 Monaten
#10

Reballing, aber verlässlich.

Cooles Video :wink:
Danke fĂĽr die Arbeit [emoji106]

vor 1 Monaten
#11

RE: Reballing, aber verlässlich.

Ach kein Thema… Werden noch mehr die nächste Zeit, Danke :smiley:

vor 1 Monaten
#12

RE: Reballing, aber verlässlich.

Haste gut erklärt.
Top. Bin auf die weiteren Videos gespannt.

Nich eine Frage wo haste die Stencils für 5$ gesehen ich habe mir die jetzt für 17€ bei ali bestellt. War fast durchschnittlicher Üreis.

vor 1 Monaten
#13

RE: Reballing, aber verlässlich.

Jup hast recht .. haben 18,99 gekostet. Sorry… hab wohl bissl übertrieben ;D

vor 1 Monaten
#14

RE: Reballing, aber verlässlich.

Also erst mal besten Dank fĂĽr das tolle Video, hat mir noch einige Anhaltspunkte gegeben um mein Reballing zu perfektionieren. groĂźes Lob[emoji849]
Aber ich habe auch gute Neuigkeiten…da ich natürlich wieder nicht abwarten konnte, habe ich heute Vormittag auch nochmal den Audiochip reballt und habe meinen gröbsten Fehler entlarven können. Ich habe wahrscheinlich eine Lötpaste mit etwas minderer Qualität oder zu wenig Flussmittel. Denn als ich die Paste erhitzt habe, sind die Balls wieder nur schlecht oder unzureichend “gewachsen”. Ich habe dann nur zum Test mal versucht Flussmittel drauf zu geben wie du im Video ja auch nochmal schön gezeigt hast…und siehe da…plötzlich hatte ich perfekte Balls.
Wenn meine 3D Stencils da sind werde ich auch den Baseband versuchen um das auch noch zu rocken [emoji41]

Bezüglich deiner Kamera…hab mal in einem anderen Video gesehen, das die da Kontrast und so einstellen konnten…vielleicht gibts da für deine Cam auch was.

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vor 1 Monaten
#15

RE: Reballing, aber verlässlich.

Jup flussmittel ist das A und O :slight_smile: ich werde das mit der Kamera mal testen leider gibt es keine Software dazu so wie es aussieht.. Man kann aber direkt mit hdmi auf einen Monitor gehen. Evtl gibt es da ein Menü weil auf der Kamera hierzu Knöpfe sind auf denen steht Menü usw. DANKE :slight_smile:

vor 1 Monaten
#17

RE: Reballing, aber verlässlich.

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