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HK AZPJ 016 R H0 30 MB

Zahnradpumpe Gr2 16,0 EU SI Welle 1:8 RE
VFU
16 cm³
p1maks.
250 bar
p2maks.
280 bar
Download PDF
Product details for

HK AZPJ 016 R H0 30 MB

VFU
16 cm³
p1maks.
250 bar
p2maks.
280 bar
p3maks.
300 bar
Broj obrtaja min.
500 r/min
Broj obrtaja maks.
3.000 r/min
B
49,9 mm
A
102,9 mm
All characteristics

Characteristics

Verzija
  • Gear pump group 2. 
Priključak na radnoj strani
  • Hole pattern 96.2 x 71.5 – Ø 36.5. 
Osovina
  • konusna osovina 1:8 
Connection suction side
  • Pump flange, European standard 
flange connector suction side
  • LK Ø 40 mm / M 8 
Connection pressure side
  • Pump flange, European standard 
Priključak prirubnice sa strane pritiska
  • LK Ø 30 mm / M 6 
Materijal
  • Kućište: Aluminijum 
  • Prednja prirubnica, završni poklopac: Čelični liv 
Mediji
  • HL - HLP DIN 51524 Part 1/2 
Smer okretanja
  • desnoobrtan 
Viskozitet
  • 20 bis 100 cSt 
Customs tariff number
  • 84136031 
All characteristics

Product description

Notes
Tightening torque of the fastening nut on the shaft: 40 Nm
Description
Due to the special tooth design, these pumps achieve a significantly lower noise level.
For purposes of comparison:
Standard gear pump: 65 - 75 dB.
Gear pump HK AZPJ: 47 - 57 dB.
The values apply, in the speed ranges 500 - 3000 rpm.
Ordering information
Ostale verzije pumpi se mogu isporučiti na zahtev

Product variants

4 Results
Show dimensional drawing
Identifier
VFU (cm³)
p1maks. (bar)
p2maks. (bar)
p3maks. (bar)
Details / items
12 cm³
250 bar
280 bar
300 bar
Learn more
14 cm³
250 bar
280 bar
300 bar
Learn more
16 cm³
250 bar
280 bar
300 bar
Learn more
19 cm³
250 bar
280 bar
300 bar
Learn more
VFU = zapreminski kapacitet po okretaju
LK = prečnik kruga otvora
p1 = konstantni pritisak
p2 = radni pritisak
p3 = maksimalni pritisak

Column selection

VFU (cm³)
p1maks. (bar)
p2maks. (bar)
p3maks. (bar)
Broj obrtaja min. (r/min)
Broj obrtaja maks. (r/min)
B (mm)
A (mm)
VFU = zapreminski kapacitet po okretaju
LK = prečnik kruga otvora
p1 = konstantni pritisak
p2 = radni pritisak
p3 = maksimalni pritisak