- Joined
- Feb 28, 2002
- Messages
- 13,348
Greetings guys 'n gals,
For your weekend viewing, here's a sweet little number that arrived yesterday from Russ, via Coop.
Here it is at at early stage:
I like Russ' choice of locating his mark (the knife is sitting on the block of gidgee that will become the handle):
Juuuust about done. The wood isn't as light as this pic suggests, but it does show off the wonderful chatoyant effect of the gidgee.
And finally, the finished product laying atop Russ' sharkskin inlayed sheath:
The materials: 1 piece of W2 (1" round bar); 2 pieces of ringed gidgee; 6 stainless steel pins.
The dimensions: blade 4 3/4", OAL 9 5/8", 5/8" thick at the bolster.
There is a very subtle hamon visible as an artifact of the clay quench:
Russ hasn't done a lot of integrals, but you'd never know it looking at this piece. The finish is the typical Andrews flawlessness that we have come to expect. But what really impresses are the overall proportions and lines. That's the thing with integrals - you can't hide a thing. This one gets better the longer you look at it and the more you hold it.
Great job Russ!
Roger
For your weekend viewing, here's a sweet little number that arrived yesterday from Russ, via Coop.
Here it is at at early stage:

I like Russ' choice of locating his mark (the knife is sitting on the block of gidgee that will become the handle):

Juuuust about done. The wood isn't as light as this pic suggests, but it does show off the wonderful chatoyant effect of the gidgee.

And finally, the finished product laying atop Russ' sharkskin inlayed sheath:

The materials: 1 piece of W2 (1" round bar); 2 pieces of ringed gidgee; 6 stainless steel pins.
The dimensions: blade 4 3/4", OAL 9 5/8", 5/8" thick at the bolster.
There is a very subtle hamon visible as an artifact of the clay quench:

Russ hasn't done a lot of integrals, but you'd never know it looking at this piece. The finish is the typical Andrews flawlessness that we have come to expect. But what really impresses are the overall proportions and lines. That's the thing with integrals - you can't hide a thing. This one gets better the longer you look at it and the more you hold it.
Great job Russ!
Roger