Hallo,
ich suche aus der MC 7/83 den Aufsatz über das EPROM-Programmiergerät.
Grund: Ich habe im Keller eine "vergessene" unbestückte Platine dazu gefunden, beschriftet mit "uniprom-1" aber weder die MC-Ausgabe noch einen kopierten Aufsatz. Sitze also ohne jede Doku und weiß nicht, ob daraus noch ein "Alterswerk" werden sollte oder sie besser im Sondermüll aufgehoben ist.
Bei der Suche im Internet habe ich enttäuscht und verwundert festgestellt, daß es anscheinend nirgends ein Archiv mit den Veröffentlichungen aus der MC gibt. Nur Abbildungen der Titelseiten sind zu finden.
MfG Kai
Kai,
vielleicht kommst Du mit dieser Info einen Schritt weiter:
MC...
die gesuchte Ausgabe:
7/83...
ggf. können Wolfgang Rudolph vom WDR-Computerclub Nachfolger
cc2.tv oder gar UlrichR., zu dem ggf. (noch) auf dem kleinen Dienstweg ein Kontakt vermittelt werden kann, nähere Angaben zu bestehenden Archiven machen...
Pit
PS: fullquote aus einem schwer verlinkbaren Kommentar:
***
Heinrich Baur G.K.xx CH-yyyy zzzz ANSCHLUSS DES EPROM-PROGRAMMIERGERAETS UNIPROM-1 AM MZ-700 = = = = = = =.= = = = = == == === = = = = = = = = = = == =:=: = = =:!:. = == = == = = = = = = = = = = == = = = ==::: = = In der Nummer 8/1984 der Zeitschrift MC wurde das universelle EPROM Programmiergerät UNIPROM-1 für den APPLE )( beschrieben. Zum Anschluss dieses Geräts am Computer werden insgesmt pur 6 Leitungen benötigt: 3 Ausgänge, 1 Eingang, +5V und Masse. Die.Programmierspannung (25V) wird von der Schaltung selbst erzeugt. Die Platine passt genau in das Printerfach des MZ-700. Dort befinden "sich auch die 'Stecker P-1 und P-5 für den Anschluss der Datenleitungen und die 5V-Versorgung. Vorsicht, die Pinbelegung des Steckers P-5 ist im MZ Anwenderhandbuch auf Seite 141 falsch dargestellt (+5V und GND sind vertauscht)! Die folgende Tabelle zeigt eine mögliche Zuordnung der Anschlüsse des UNIPROM-l und des MZ-700 Printerports. I ' 1 1 MZ UNIPROM-l Stecker Pin Bezeichnung 1 Richtung 1 Bezeichung Funktion ' P-1 1 ARDP I -- ) 1 S Strobe I P-1 2 ARDI I -- ) 1 IN Daten P-l 10 AIRT 1 -- ) 1 Ck Clock I P-l 12 ARDA 1 (-- 1 OUT Daten 'I P GND 1 ( - ) 1 Masse, Q 1 P V 1 -- ) 1 + Speisung Dem Betrieb des UNIPROM-l am Printerport des ' MZ-700 steht nur eine Scpwierigkeit im Wege: Die in der Zeitschrift MC abgedruckten Programme sind für APPLE-Basic beziehungsweise 6502-Assembler geschrieben. Die in SHARP-Basic beziehungsweise Z80-Assembler übertragenen Programme sind für den Abdruck im MZ-Anwendermagazin etwas zu lang. Gegen Einsendung von SFR.20.- an meine Adresse sind Jedoch qas Basic Rahmenprogramm zusammeti mit Maschinenprogrammen für 2716, 2732, 2764 und auf Kassette sowie zusätzliche Erklärungen erhältlich.
***
©DK1TCP
Hallo Pit,
danke für deine Mühe.
Unter den beiden Links sehe ich nur das Deckblatt des Heftes.
Seit meiner Anfrage sind schon wieder ein paar Monate vergangen.
Inzwischen bin ich mit einem chinesischen Universal-Programmer versorgt, der nach ein paar Anfangsproblemen auch die 1983 gängigen EPROMs programmieren kann.
Selbst ein Lösch-Gerät habe ich mir gegönnt.
Insofern kann ich wohl die alte Platine und die MC 7/83 getrost vergessen.
MfG Kai
Keine Ursache!
Bei mir werkelt seit Mitte '21 dieses antiquarische Gerät samt zugehörigem UV-Strahler:
ALL-11
Passt...
im August 2024 damit erfolgreich ein 40 Jahre altes BOSCH-Betriebsfunkgerät KF164 (Bj. 1984) mit RCA-EPROM CDP18U42CD auf
Amateurfunkfrequenzen gepatched...
©DK1TCP
HILO ALL1
"Kannma imma ma gebrauchn..." pflegte ein Kollege zu sagen.
Die modernen Geräte lassen leider die im vorigen Jahrhundert noch nötigen hohen Programmierspannungen weg und bieten uU nur noch maximal 12,5 V an, weil sie glauben, den alten Kram benutzt niemand mehr.
MfG Kai
(29.04.2021, 13:48)kaimex schrieb: [ -> ]ich suche aus der MC 7/83 den Aufsatz über das EPROM-Programmiergerät.
Grund: Ich habe im Keller eine "vergessene" unbestückte Platine dazu gefunden, beschriftet mit "uniprom-1" aber weder die MC-Ausgabe noch einen kopierten Aufsatz. Sitze also ohne jede Doku und weiß nicht, ob daraus noch ein "Alterswerk" werden sollte oder sie besser im Sondermüll aufgehoben ist.
Vielleicht besteht hier oer anderweitig doch noch Interesse:
Hier:
https://www.applefritter.com/appleii-box...meport.pdf
gibt es den Aufsatz.
Falls Du Interesse hast (und es bis 20.08. Zeit hat): Ich hätte noch einen
Sprint Expert Programmer für PC-ISA-Bus rumliegen.
VG Jürgen
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)
@MarkF:
Danke für den Link und den Aufsatz.
Der Bedarf hat sich zwar weitgehend erledigt, aber diese Quelle kannte ich noch nicht.
Vielleicht lohnt sich dort ja weiteres Stöbern nach nostalgisch nützlichem.
@Jürgen:
Danke, ich glaube, ich habe mittlerweile genug Programmier-Möglichkeiten.
MfG Kai
Zufälligerweise hatte ich gerade meinen alten Programmer herausgekramt, da ich aufgrund des erzwungenen Wechsels von ISDN zu VoIP meine alte ISDN-Telefonanlage firmwaremäßg ertüchtigen mußte - ein 27c080er EPROM war zu programmieren. Leider geht dieser Programmer aus der mc nur bis 27256.... naja, zuletzt hatte ich ich vor mehr als 15 Jahren benutzt und seither kein EPROM mehr zu programmieren, da vergißt man solche Details. Und da ich meine originale Kopie des mc-Artikels nicht mehr im Griff hatte (vermutlich steckt er im Apple-II-Ordner, der wohlverstaut mit jenem im Apple-II-Karton tief vergraben im Keller schlummert) habe ich versucht, ihn im Netz zu finden, um die Schaltung und meinen fast 40 Jahre alten Nachbau zu verstehen ... und bin darüber auch auf Deine Suche gestoßen.
btw: Du hättest den Programmer doch nicht mit einem Apple benutzt sondern mit einem DOS-PC und der entsprechenden DOS-Software?
So konkret waren meine Vorstellungen zur Zeit der Fragestellung noch gar nicht entwickelt.
Ich fand nur Platinen im Keller und konnte sie vorhandenen Aufsatz-Kopien über Programmierkarten nicht zuordnen.
U.a. fehlte mir dieser Aufsatz.
Kann sein, daß ich später entdeckte, daß die Platine doch nicht zu dem Aufsatz paßte.
Es gab ja in den 80er Jahren etliche solcher Bau-Vorschläge.
Ich habe noch eine Original ?Mountain-View? Programmierkarte für Apple][ für 2716 und 2708,
einen GALEP ?II? von CONITEC aus DOS-Zeiten für Anschluß an den Printer-Port eines PC,
einen EPROM Simulator PEPS II von CONITEC für Anschluß an V24,
und einen neuzeitlichen Universal-Programmier-Chinesen für Chips mit Programmier-Spannungen bis 12,5 Volt.
Allerdings haben Leute Work-arounds gefunden, mit denen man auch Chips programmieren kann, die höhere Spannungen benötigen.
MfG Kai
Abgesehen von der Bezeichnung der mc - ich kenne die 8/84 als Quelle - ist die Platine zu diesem/jenem mc-beitrag mit "Uiniprom-1" beschriftet, wie auch aus dem Layout ersichtlich, ebenso wie Du es in Deiner Frage genannt hast. Platine und Aufsatz/Anleitung passen also zusammen.
Falls Du den Programmer doch mal aufbauen und die DOS-Software brauche solltest kannst Du Dich ja melden.
Danke für das Angebot.
Lieber würde ich eigentlich den GALEP-II unter Windows wiederbeleben,
aber CONITEC reagiert nicht auf Anfragen nach einem Schaltplan dieses längst durch mehrere Generationen von Nachfolge-Modellen abgelösten Gerätes.
MfG Kai