BP800ARV 230RP

DESCRIZIONE:
• Fardellatrici automatiche con ingresso a 90°
• Formazione pacco con raggruppamento automatico
• Dispositivo inserimento falda:
• prelevamento pneumatico verticale
• magazzino falde 300 pz.
• dimensione falda min. 200x120 mm max 500x350 mm
• spessore falda min 2,5 mm max 3,5 mm
• trasporto falda motorizzato, autocentrante, controllato da inverter e encoder
• inserimento falda sotto il pacco di tipo meccanico controllato da inverter e encoder, sincronizzato
con l'arrivo dei prodotti
• Modalità di lavoro: solo film o film + falda
• Tunnel monocamera
• Nastro ingresso 90° a velocità variabile controllato da inverter
• Prodotti convogliati con nastro automatico sinistro o destro
• File in ingresso: 1, 2, 3
• Fotocellule di presenza prodotto
• Fotocellula di accumulo uscita
• Fotocellula di ostruzione ingresso e uscita
• Pressetta ingresso pneumatica
• Depressore pneumatico
• Sistema multi-spinta
• Spintore motorizzato controllato da Inverter ed Encoder
• Spintore a catena posizionato tra il nastro d'ingresso a 90° e la barra saldante controllato da inverter e
encoder
• Guide prodotti a movimentazione pneumatica, sincronizzate con lo spintore a catena, per agevolare la
formazione e il passaggio del pacco oltre la barra saldante
• Sbobinatore superiore motorizzato controllato da inverter
• Sbobinatore inferiore motorizzato
• Piedini di fissaggio, pressetta ferma prodotto, ventilatore di raffreddamento uscita forno inclusi
• Funzionamento in modalità automatica, semiautomatica, passaggio libero
• Struttura monoblocco
• Barra saldante a movimentazione pneumatica
• Taglio film a lama fredda a movimentazione pneumatica
• Barra saldante dotata di sensori di sicurezza
• Rulli posizionati sugli sbobinatori superiori ed inferiori per facilitare il caricamento bobina
• Scala metrica per centraggio bobine
• Sistema di controllo FLXMOD® dotato di pannello di controllo rotante LCD grafico 4,3" con PLC
• Sezione di potenza e di controllo composta da:
• Inverter
• Moduli di comando IN/OUT (ingresso/uscita) a 16 ingressi/uscite digitali
• Moduli di comando ingressi analogici
• Moduli di controllo lettura termocoppie
• Questo sistema permette un controllo semplice ed accurato di tutte le operazioni in corso, come:
• possibilità di memorizzare sino a 20 cicli di lavoro differenti
• controllo automatico altezza barre
• regolazione velocità nastri della fardellatrice e del forno controllati da inverter
• statistiche di processo
• Flusso d’aria nel tunnel regolabile da deflettori indipendenti
• Nastro trasportatore del tunnel con barre in fibra di vetro ad alta resistenza al calore (brevetto SMI), che
procura i seguenti vantaggi:
• rigidità del tappeto, che garantisce stabilità al prodotto in transito: ne risulta un pacco compatto e
ottimamente termoretratto
• possibilita’ del passaggio di prodotti sino a 30kg
• assenza del problema ruggine, riscontrabile nei tappeti metallici convenzionali
• facile ed economica manutenzione, grazie alla possibilità di sostituire le barre singolarmente
• Sistema di raffreddamento del forno
• Ridotto consumo energetico
• Conformità normative CE

CARATTERISTICHE TECNICHE:

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