BP802ALV 600R-P

DESCRIZIONE:
• Fardellatrici automatiche con ingresso in linea
• Formazione pacco con raggruppamento automatico
• Ingresso prodotto regolato da smistatore elettromeccanico oscillante
• 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
• Nastro d’ingresso frontale larghezza 530 mm
• Fotocellule cambio velocità nastro ingresso, fine flusso, accumulo-controllo file, ostruzione
tunnel e accumulo uscita incluse
• Guide ingresso regolabili
• Separatore dotato di pressetta pneumatica sincronizzata con spintore a catena motorizzato
controllato da inverter ed encoder
• Guide laterali pneumatiche che accompagnano il prodotto già formato oltre la barra saldante e
che hanno la funzione principale di garantire una migliore formazione del pacco ed evitarne la
scomposizione
• Doppia fotocellula di ostruzione
• Porta bobina superiore ed inferiore motorizzati e controllati da inverter
• Modalità di lavoro: solo film o film + falda
• Tunnel bicamera
• Nastro ingresso in linea a velocità variabile controllato da inverter
• Macchina disponibile con lato operatore sinistro o destro
• File in ingresso: 1, 2, 3, 4, 5, 6
• Guide prodotti a movimentazione pneumatica, sincronizzate con lo spintore a catena, per
agevolare la formazione e il passaggio del pacco oltre la barra saldante.
• Piedini di fissaggio, pressetta ferma prodotto, ventilatore di raffreddamento uscita forno inclusi
• Funzionamento in modalità automatica, semiautomatica, passaggio libero
• 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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