A look at some high powered amplifiers

lindsayt

New member
Apr 8, 2011
16
2
0
Visit site
Here's a Yamaha 101M.

Cost: 1 million yen when new in 1982.

Weight: 61 kgs

Power output: 500 watts continuous into 8 ohms, 750 watts continuous into 4 ohms.

101m.JPG


777-1-20130619112636.jpg


101m(1).JPG
 

lindsayt

New member
Apr 8, 2011
16
2
0
Visit site
This is a Victor / JVC ME 1000.

1.5 million yen new in 1995.

83kgs, 250 watts continuous into 8 ohms.

me-1000.JPG


data:image/jpeg;base64,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

me-1000(1).JPG
 
lindsayt said:
Here's a Yamaha 101M.

Cost: 1 million yen when new in 1982.

Weight: 61 kgs

Power output: 500 watts continuous into 8 ohms, 750 watts continuous into 4 ohms.

Jeeze... Does it come with a nutty, wire-haired professor and a smokey test tube? (And a fake mid-European accent)

I know I like retro amps but you would need a bepoke house with reinforced foundations to house that thing.
 

lindsayt

New member
Apr 8, 2011
16
2
0
Visit site
3.1 million yen in 1987. 80 kgs. 200 watts continuous into 8 ohms.

attachment.php


data:image/jpeg;base64,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

krs-200.jpg
 

MajorFubar

New member
Mar 3, 2010
690
6
0
Visit site
plastic penguin said:
I know I like retro amps but you would need a bepoke house with reinforced foundations to house that thing.

Think you could be over-egging it a bit. For an amplifier 61Kg is no lightweight; it's about nine and a half stone, but unless you're a skinny midget under 5' tall it's likely you weigh quite a bit more than nine and a half stone, and I'm sure your house supports you just fine.
 
MajorFubar said:
plastic penguin said:
I know I like retro amps but you would need a bepoke house with reinforced foundations to house that thing.

Think you could be over-egging it a bit. For an amplifier 61Kg is no lightweight; it's about nine and a half stone, but unless you're a skinny midget under 5' tall it's likely you weigh quite a bit more than nine and a half stone, and I'm sure your house supports you just fine.

(Looks over each shoulder). Shoosh... don't tell anyone, Major. It was meant to be a light-hearted response. But as this place has seriously lacked this quality recently, I shall drift away like a phantom in the night. *biggrin*
 

Infiniteloop

Well-known member
Jul 23, 2010
51
6
18,545
Visit site
lpv said:
Infiniteloop said:

must have to qualify: min 50kg, size of 2 combi boilers so won't fit in average uk living room ( and that's not to mention any speakers, fire hose cables, record player, phono stage, valve pre amp, spare room for vinlys and even more wardrobes in every room)..

plus devialet is class D.. *bad*

Devialet is not class D. It is a unique hybrid of class A+D combined, which is why it sounds so good. *yahoo*

http://en.devialet.com/expertpro/#discover/
 

lpv

New member
Mar 14, 2013
47
0
0
Visit site
Infiniteloop said:
lpv said:
Infiniteloop said:

must have to qualify: min 50kg, size of 2 combi boilers so won't fit in average uk living room ( and that's not to mention any speakers, fire hose cables, record player, phono stage, valve pre amp, spare room for vinlys and even more wardrobes in every room)..

plus devialet is class D.. *bad*

Devialet is not class D. It is a unique hybrid of class A+D combined, which is why it sounds so good. *yahoo*

http://en.devialet.com/expertpro/#discover/

I know *smile*
 

Electro

Well-known member
Mar 30, 2011
192
3
18,545
Visit site
lindsayt said:
Here's a Yamaha 101M.

Cost: 1 million yen when new in 1982.

Weight: 61 kgs

Power output: 500 watts continuous into 8 ohms, 750 watts continuous into 4 ohms.

A real mans ampifier , lovely *man_in_love*

But my choice would be a pair of these.

600wpc continuous into 8 ohms and 1200wpc continuous into 4 ohms 2400wpc into 2 ohms and stable down to 0.5 of an ohm, 150 amps peak current delivery each and 41kg each

First built in 1999 and still in production now virtually unchanged.

ClassicAW600Nemointernal_zps8d87762a.jpg
 

MajorFubar

New member
Mar 3, 2010
690
6
0
Visit site
plastic penguin said:
MajorFubar said:
plastic penguin said:
I know I like retro amps but you would need a bepoke house with reinforced foundations to house that thing.

Think you could be over-egging it a bit. For an amplifier 61Kg is no lightweight; it's about nine and a half stone, but unless you're a skinny midget under 5' tall it's likely you weigh quite a bit more than nine and a half stone, and I'm sure your house supports you just fine.

(Looks over each shoulder). Shoosh... don't tell anyone, Major. It was meant to be a light-hearted response. But as this place has seriously lacked this quality recently, I shall drift away like a phantom in the night. *biggrin*

LOL! :)
 

chebby

Well-known member
Jun 2, 2008
1,253
26
19,220
Visit site
Gross!

I can just imagine these in some tiny apartment in Tokyo with a pair of old LS3/5As hanging off the end of them from cables having a minimum bending radius of about 2 metres!
 

steve_1979

Well-known member
Jul 14, 2010
231
10
18,795
Visit site
The Boulder 3050 monoblocks. 1.5kW of pure class A.

It requires 12kW to run it! Yes that means 10.5kW is converted into heat which is about the same as boiling ten kettles at once. *fool*

3050n1.jpg
 

TRENDING THREADS

Latest posts