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I'm looking at electrical chain saws, a Poulan and a Husqvarna.
Brand Poulan Husqvarna Item Number 118147 328965 Bar Length (Inches) 16.0 14.0 Amps (Amps) 13.5 13.5 Horsepower (HP) 3.5 9.7 They are both 13.5 Amp saws, but the Husqvarna gets almost three times the horsepower of the Poulan. How is this possible? Also, the Poulan costs about $75, the Husqvarna about $270. |
#2
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#3
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On Feb 3, 1:15*pm, Spooker wrote:
In article , says... I'm looking at electrical chain saws, a Poulan and a Husqvarna. Brand * * * * * * * * * * * * * * Poulan * Husqvarna * * * * * * * * * * * * Item Number * * * * * * 118147 * * 328965 * * * * * Bar Length (Inches) * * *16.0 * * * * * * * * * * * * 14.0 * * * * * * * * * Amps (Amps) * * * * * * * 13.5 * * * * * * * * * * * * * * 13.5 Horsepower (HP) 3.5 * * * * * * * * * * * * * * 9.7 They are both 13.5 Amp saws, but the Husqvarna gets almost three times the horsepower of the Poulan. How is this possible? Also, the Poulan costs about $75, the Husqvarna about $270. I think it's in the step-down gearing. 13.5 hp? Nah, and i don't believe the 3.5 and 9.7 either. not on a 13.5 amp motor. Maybe .97 and 1.35... that would be more realistic. i know what you're saying though. Yes the gearing might make a difference, and I would think that the Husky would have a slower chain RPM. But also one reason they rate a higher hp is the shorter bar. The Husky would be a better saw, but IMO, not a $200.00 better saw. |
#4
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On Thu, 03 Feb 2011 13:42:52 -0500, John H
wrote: I'm looking at electrical chain saws, a Poulan and a Husqvarna. Brand Poulan Husqvarna Item Number 118147 328965 Bar Length (Inches) 16.0 14.0 Amps (Amps) 13.5 13.5 Horsepower (HP) 3.5 9.7 They are both 13.5 Amp saws, but the Husqvarna gets almost three times the horsepower of the Poulan. How is this possible? Also, the Poulan costs about $75, the Husqvarna about $270. Manufacturers of electric tools play a lot of games with horsepower. It's really very simple however. watts = volts x amps = 120 x 15 = 1800 watts from a typical 15 amp circuit 1000 watts = 1 kw = 1.34 horsepower at perfect (100%) efficiency. Therefore the absolute maximum horsepower you can get on a 15 amp circuit is 1.8 x 1.34 = 2.41 In reality you'd be lucky to get 2 hp at normal efficiencies. Gearing has nothing to do with it, hp stays the same, RPM and torque change. |
#5
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On Thu, 03 Feb 2011 19:54:32 -0500, Wayne.B
wrote: On Thu, 03 Feb 2011 13:42:52 -0500, John H wrote: I'm looking at electrical chain saws, a Poulan and a Husqvarna. Brand Poulan Husqvarna Item Number 118147 328965 Bar Length (Inches) 16.0 14.0 Amps (Amps) 13.5 13.5 Horsepower (HP) 3.5 9.7 They are both 13.5 Amp saws, but the Husqvarna gets almost three times the horsepower of the Poulan. How is this possible? Also, the Poulan costs about $75, the Husqvarna about $270. Manufacturers of electric tools play a lot of games with horsepower. It's really very simple however. watts = volts x amps = 120 x 15 = 1800 watts from a typical 15 amp circuit 1000 watts = 1 kw = 1.34 horsepower at perfect (100%) efficiency. Therefore the absolute maximum horsepower you can get on a 15 amp circuit is 1.8 x 1.34 = 2.41 In reality you'd be lucky to get 2 hp at normal efficiencies. Gearing has nothing to do with it, hp stays the same, RPM and torque change. Thanks. Thought there must be something fishy going on. |
#6
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"John H" wrote in message
... On Thu, 03 Feb 2011 19:54:32 -0500, Wayne.B wrote: On Thu, 03 Feb 2011 13:42:52 -0500, John H wrote: I'm looking at electrical chain saws, a Poulan and a Husqvarna. Brand Poulan Husqvarna Item Number 118147 328965 Bar Length (Inches) 16.0 14.0 Amps (Amps) 13.5 13.5 Horsepower (HP) 3.5 9.7 They are both 13.5 Amp saws, but the Husqvarna gets almost three times the horsepower of the Poulan. How is this possible? Also, the Poulan costs about $75, the Husqvarna about $270. Manufacturers of electric tools play a lot of games with horsepower. It's really very simple however. watts = volts x amps = 120 x 15 = 1800 watts from a typical 15 amp circuit 1000 watts = 1 kw = 1.34 horsepower at perfect (100%) efficiency. Therefore the absolute maximum horsepower you can get on a 15 amp circuit is 1.8 x 1.34 = 2.41 In reality you'd be lucky to get 2 hp at normal efficiencies. Gearing has nothing to do with it, hp stays the same, RPM and torque change. Thanks. Thought there must be something fishy going on. My pocket reference says a typical 1HP motor will draw 13 to 16 A at full load. This falls right in line with what Wayne presented. Here's a calculator to play with http://www.onlineconversion.com/motor_horsepower.htm -- Ziggy® |
#7
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On Fri, 4 Feb 2011 12:03:50 -0500, "Ziggy®" wrote:
"John H" wrote in message .. . On Thu, 03 Feb 2011 19:54:32 -0500, Wayne.B wrote: On Thu, 03 Feb 2011 13:42:52 -0500, John H wrote: I'm looking at electrical chain saws, a Poulan and a Husqvarna. Brand Poulan Husqvarna Item Number 118147 328965 Bar Length (Inches) 16.0 14.0 Amps (Amps) 13.5 13.5 Horsepower (HP) 3.5 9.7 They are both 13.5 Amp saws, but the Husqvarna gets almost three times the horsepower of the Poulan. How is this possible? Also, the Poulan costs about $75, the Husqvarna about $270. Manufacturers of electric tools play a lot of games with horsepower. It's really very simple however. watts = volts x amps = 120 x 15 = 1800 watts from a typical 15 amp circuit 1000 watts = 1 kw = 1.34 horsepower at perfect (100%) efficiency. Therefore the absolute maximum horsepower you can get on a 15 amp circuit is 1.8 x 1.34 = 2.41 In reality you'd be lucky to get 2 hp at normal efficiencies. Gearing has nothing to do with it, hp stays the same, RPM and torque change. Thanks. Thought there must be something fishy going on. My pocket reference says a typical 1HP motor will draw 13 to 16 A at full load. This falls right in line with what Wayne presented. Here's a calculator to play with http://www.onlineconversion.com/motor_horsepower.htm Cool. Thanks. |
#8
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On Feb 3, 6:54*pm, Wayne.B wrote:
Gearing has nothing to do with it, hp stays the same, RPM and torque change. True. instead of torque and hp, I am beginning to like the measurement of watts, KW,s mega-w's etc. I think it's a lot more accurate. |
#9
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#10
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