I took it as being posted in the wrong group (easily done) but interesting nonetheless, especially as at a quick glance some of the components look to be sourced from a Unimat 3. Model train stuff is my reason for owning a pair of Unimats.
I do have an issue with junk like these being sold, they look to be completely unfit for purpose yet priced to appeal to someone who knows little about machines. Someone could end up buying one and being put off making stuff for life.
Paul B., in the sunny UK.
On Monday, 8 August 2022 at 16:40:45 BST, Jim Korman <jimkorman@...> wrote:
"Train related" and "not generally interested in Machine Shop stuff"
Makes me wonder if this was either posted to the wrong group or is SPAM. -- Jim Korman
|
Re: first Pen and thoughts on moving forward
i dont think they were that well shown in the first photo of the tools in mass but there are small gouge and?skew tools in the set (new photo is of most of the small ones) 
|
Hello
Bill:
You
could buy a lot of canned food for $6000, the price of a DT100
laser printer!
It is
cool and makes a better mark than a Sharpie. ($1)
Carl.
On 8/8/2022 3:37 PM, Bill in OKC too
via groups.io wrote:
toggle quoted message
Show quoted text
No harm, no foul, man!
Sometimes it is interesting to see what kind of tools folks
thing to pass off on us poor toolohaulics. ;)
Like this one:?
I would NOT use such a
thing on food cans, which is what it looks like they
demonstrated on, but I could think of a few other uses...
Hi! My name is Bill, and
I'm a toolohaulic!
Bill in OKC
William R. Meyers, MSgt, USAF(Ret.)
Aphorisms
to live by:
Good judgement comes from experience.
Experience comes from bad judgement.?
SEMPER GUMBY!
Improvise,
Adapt, and Overcome.
Physics
doesn't care about your schedule.
The
only reason I know anything is because I've done
it wrong enough times to START to know better
On Monday, August 8, 2022 at 02:25:13 PM CDT, Jim Korman
<jimkorman@...> wrote:
My apologies! Had to go back and look at the listing
and saw that I had missed that the first time.
Truth be told, I'm still not sure I would have noted the
rail if it hadn't been pointed out. And I'm
a model railroader also!
--
Jim Korman
|
No harm, no foul, man! Sometimes it is interesting to see what kind of tools folks thing to pass off on us poor toolohaulics. ;)
Like this one:?
I would NOT use such a thing on food cans, which is what it looks like they demonstrated on, but I could think of a few other uses...
Hi! My name is Bill, and I'm a toolohaulic!
Bill in OKC
William R. Meyers, MSgt, USAF(Ret.)
Aphorisms to live by: Good judgement comes from experience. Experience comes from bad judgement.? SEMPER GUMBY!
Improvise, Adapt, and Overcome.Physics doesn't care about your schedule.The only reason I know anything is because I've done it wrong enough times to START to know better
On Monday, August 8, 2022 at 02:25:13 PM CDT, Jim Korman <jimkorman@...> wrote:
My apologies! Had to go back and look at the listing and saw that I had missed that the first time. Truth be told, I'm still not sure I would have noted the rail if it hadn't been pointed out. And I'm a model railroader also! -- Jim Korman
|
My apologies! Had to go back and look at the listing and saw that I had missed that the first time. Truth be told, I'm still not sure I would have noted the rail if it hadn't been pointed out. And I'm a model railroader also! -- Jim Korman
|
Forgot to mention that when I started metalworking, I was making tools and weapons for my GI Joe Action Figure. When I grew out of that, I started doing auto body work on my own car, and a bit later lapidary and jewelry work. Really wanted a faceting machine, and they were over a thousand dollars back in the late 60's and early 70's. When I started working for wages, in 1973, I started at $1.25/hour. Probably got about a dollar of that per hour, each month, and was expected to help with groceries and such, so it was going to take a very long time to have that kind of money. That's also around the time I first saw the ads for Unimat, South Bend, and Atlas lathes in the backs of the magazines I read. I thought, if I got a lathe, I could use it to build whatever I wanted to build. Wasn't quite that easy, and it's taken me quite a bit more time to actually learn how to do that stuff. Did get one class in machine shop, don't remember if it was a semester or just a quarter, think it was just the quarter, because all I had time for was making a tap wrench and small riveting hammer. Loved it, but I think I've mentioned that I wasn't all that smart back in those days. It wasn't until 2008 when I got my first lathe, and 2015 before I got another class. Now I'm pretty sure I could tackle a project like that. And out in my shed, I have an 18gallon tote of lapidary magazines, and I know one of them has plans for a faceting machine in it. Also books on building cameras, machine tools, guns, telescopes, other lapidary equipment. blacksmithing tools...
I should be able to fill up my retirement just fine!
Bill in OKC
William R. Meyers, MSgt, USAF(Ret.)
Aphorisms to live by: Good judgement comes from experience. Experience comes from bad judgement.? SEMPER GUMBY!
Improvise, Adapt, and Overcome.Physics doesn't care about your schedule.The only reason I know anything is because I've done it wrong enough times to START to know better
On Monday, August 8, 2022 at 01:53:39 PM CDT, Bill in OKC too via groups.io <wmrmeyers@...> wrote:
May have been the wrong group, don't think it was spam. It's a small lathe with similarities and differences between it and the Unimat lathes. I like some of what I what I saw in it, like the ability to extend the tailstock off the end of the bed. I can also see how that could make the poor little thing very flexible in undesirable ways, too. That said, there are a number of folks here and elsewhere who use their lathes exclusively to make model trains. Not one of my interests, but techniques that work for making train parts will work for auto parts, gun parts, camera parts, telescope parts, etc. and there are very few areas where a lathe is not of some value.?
When I was stationed in Turkey back in the 1980's, I saw a place making replica onyx vases, cosmetic jars, and such things on big industrial metal cutting lathes. Some of the stuff they did the treated that lathe like it was a wood lathe, too. Some of the artifacts they were copying were likely made on a lathe as much as 3000 years ago or more. Unimats are tiny enough that neither you nor I could make such things as large as some of what I watched being made, but everything they did there could be done at a smaller scale on a Unimat.?
Bill in OKC
William R. Meyers, MSgt, USAF(Ret.)
Aphorisms to live by: Good judgement comes from experience. Experience comes from bad judgement.? SEMPER GUMBY!
Improvise, Adapt, and Overcome.Physics doesn't care about your schedule.The only reason I know anything is because I've done it wrong enough times to START to know better
On Monday, August 8, 2022 at 10:40:43 AM CDT, Jim Korman <jimkorman@...> wrote:
"Train related" and "not generally interested in Machine Shop stuff"
Makes me wonder if this was either posted to the wrong group or is SPAM. -- Jim Korman
|
May have been the wrong group, don't think it was spam. It's a small lathe with similarities and differences between it and the Unimat lathes. I like some of what I what I saw in it, like the ability to extend the tailstock off the end of the bed. I can also see how that could make the poor little thing very flexible in undesirable ways, too. That said, there are a number of folks here and elsewhere who use their lathes exclusively to make model trains. Not one of my interests, but techniques that work for making train parts will work for auto parts, gun parts, camera parts, telescope parts, etc. and there are very few areas where a lathe is not of some value.?
When I was stationed in Turkey back in the 1980's, I saw a place making replica onyx vases, cosmetic jars, and such things on big industrial metal cutting lathes. Some of the stuff they did the treated that lathe like it was a wood lathe, too. Some of the artifacts they were copying were likely made on a lathe as much as 3000 years ago or more. Unimats are tiny enough that neither you nor I could make such things as large as some of what I watched being made, but everything they did there could be done at a smaller scale on a Unimat.?
Bill in OKC
William R. Meyers, MSgt, USAF(Ret.)
Aphorisms to live by: Good judgement comes from experience. Experience comes from bad judgement.? SEMPER GUMBY!
Improvise, Adapt, and Overcome.Physics doesn't care about your schedule.The only reason I know anything is because I've done it wrong enough times to START to know better
On Monday, August 8, 2022 at 10:40:43 AM CDT, Jim Korman <jimkorman@...> wrote:
"Train related" and "not generally interested in Machine Shop stuff"
Makes me wonder if this was either posted to the wrong group or is SPAM. -- Jim Korman
|
Re: first Pen and thoughts on moving forward
it wont save a ton of space (about as wide as my pointer finger) but even a bit of space saved should give me the wiggle room to put stuff on without removing the tailstock in full,?
my mandrel that came with it does not fit into the unimat, I am just using the rod, the only one I found that would fit into the unimat they wanted $250 for i spent $10 for what i got
still learning the wood working part of this, I bought both sets to be able to try out the two types of hand tools I have seen in the videos
i will need to get a sharpening setup at some point but do to events in my life, it is chaos right now and I dont want to buy anything big till stuff is handled
|
Hello
Jim:
I
started the thread. I'm a member of train and machine shop groups and
there are others that are members of both.
It was
about a lathe built on top of a section of railroad track.
Actually the track was the best part of the lathe.
Thanks,
Carl.
On 8/8/2022 11:40 AM, Jim Korman wrote:
toggle quoted message
Show quoted text
"Train related" and "not generally interested in Machine Shop stuff"
Makes me wonder if this was either posted to the wrong group or
is SPAM.
--
Jim Korman
|
"Train related" and "not generally interested in Machine Shop stuff"
Makes me wonder if this was either posted to the wrong group or is SPAM. -- Jim Korman
|
Re: first Pen and thoughts on moving forward
Hi
Gang:
Hand
held tools are traditional for wood turning, and can be quite
fun. Production work is done with fixed tools similar to metal
lathes. When I want to turn some dowels to a smaller diameter
I use very sharp lathe tools. The big plus is the finished
diameter is very consistent, for wood.
Carl.
On 8/8/2022 9:51 AM, Kevin Groenke @
PersonMakeObject via groups.io wrote:
toggle quoted message
Show quoted text
Lex,?
The replaceable tipped tool inserts are carbide,
but low quality carbide so probably not very sharp. Whether
sharp or not, they are "scraping tools" rather than "shearer
tools" and they will never cut as smooth a surface in wood as
a skew chisel or gouge can.?
Using the most effective tool for different
woodturning operations makes a massive difference in how
easily it is done and how good the outcome is. The right tool
for the job or the effective ways to use them are not
particularly intuitive. Here is a video that explains the
basic tools and the operations that each is designed to do.?
For turning things at pen scale on a Unimat I
would suggest acquiring a small gouge and a small skew chisel.
The larger set of tools are for wood carving,
not for wood turning. Having seen similar tool set they are
very low quality, probably very dull and if you get them
sharp, they won't stay sharp. Using them on a more serious
lathe could be very dangerous because that isn't what they're
designed to do. Of course they probably won't snap in half on
a Unimat like the could on even a small benchtop wood lathe,
but I still caution against using them.
Don't take spinning wood for granted. Yes, the
Unimat is small, but with a 150 watt motor, fast spinning
material, and sharp edges, bad things can still happen and one
must try to learn the safe and effective ways things are done
or they may get hurt or have frustrating results.
-kevin at PersonMakeObject.com
On Mon, Aug 8, 2022, 1:21 AM
Lex_Peacekeeper via <Lex_Peacekeeper= [email protected]>
wrote:
these are
not carbide, they have what seems to be HSS inserts (could
also be cheap metal for the price)
here is the photos of the tooling I got, its what I could find
to have a bit of a range with only spending like $70+shipping
for it (was already feeling like a money sink at this point)
 
on the normal tools, the claim was it was a basic set of the
normal small scale tools they work ok but need to sharpen
them,
and have not figured out how I'll do that yet
the pen was made with only the insert tools, mainly the square
tipped one
|
Re: first Pen and thoughts on moving forward
I sharpen bits because I want to make lots of stuff, and not have to keep buying tooling. I can make and remake tooling in HSS for as little as a couple of dollars in initial investment, and keep it going for decades if I so desire. It is your right to do it your way, don't get me wrong, but not everyone can afford to replace a $60 carbide insert even once.?
Bill in OKC
William R. Meyers, MSgt, USAF(Ret.)
Aphorisms to live by: Good judgement comes from experience. Experience comes from bad judgement.? SEMPER GUMBY!
Improvise, Adapt, and Overcome.Physics doesn't care about your schedule.The only reason I know anything is because I've done it wrong enough times to START to know better
On Monday, August 8, 2022 at 09:23:07 AM CDT, John Hutnick <johnhutnick@...> wrote:
For wood turning, I would degrease the screw thread and bed with solvent, blow dry, oil again later. When I am using the milling machine for plastics, I hold the tip of the shop vac right next to the tool.? If you are using 2 hands to turn wood, tape the tip of the vac right under the work area. I see comments about carbide tools somehow not being sharp.? I buy cheap carbide tools from Harbor Freight.
They are $25 for a set of 5 with inserts.? They work well in a Unimat.? I have previously mentioned that I also use Kaiser ThinBit.? These use various inserts which of course come sharpened.? I use lathes for model train parts.? I want to make trains, not sharpen bits.
|
Re: first Pen and thoughts on moving forward
I got your original message just fine with inline images.
Your folow up message had html gobbledygook where the images
should have been.
Back to the actual topic...
I've used a lot worse than that carving set but likely it needs
serious reworking of the cutting edges out of the box, not just
sharpening. Chances are one or more of those tools have the edge
geometry just plain wrong.
Sharp for metal working and sharp for wood working are two
totally different concepts. They cut differently. Wood working
tools need to cut a fiberous material without crushing or tearing.
Angles need to be more acute and edges sharper. This is a whole
topic in itself.
I have an ancient and only somewhat disreputable Montgomery Wards
wood lathe that is currently dedicated to being a pen lathe. The
headstock spindle is an unthreaded 1/2 inch rod with a flat for a
setscrew. I made an adapter to fit that is threaded to take the
pen mandrel. You could do the same for the unimat. I'm not sure
how much space it would save over holding the mandrel in a colet.
A better option may be to shorten the mandrel. The ones I've
bought are way longer than they need to be.
On 8/8/22 09:57, Kevin Groenke @
PersonMakeObject via groups.io wrote:
toggle quoted message
Show quoted text
I guess I can't copy/paste images that way. (sorry
about the mess!)?
On Mon, Aug 8, 2022, 8:51 AM
Kevin Groenke < groen004@...>
wrote:
Lex,?
The replaceable tipped tool inserts are
carbide, but low quality carbide so probably not very
sharp. Whether sharp or not, they are "scraping tools"
rather than "shearer tools" and they will never cut as
smooth a surface in wood as a skew chisel or gouge can.?
Using the most effective tool for different
woodturning operations makes a massive difference in how
easily it is done and how good the outcome is. The right
tool for the job or the effective ways to use them are not
particularly intuitive. Here is a video that explains the
basic tools and the operations that each is designed to
do.?
For turning things at pen scale on a Unimat
I would suggest acquiring a small gouge and a small skew
chisel.
|
Re: first Pen and thoughts on moving forward
You can hone them with a fine grain silicon carbide hone, sharpening stone, or slip stone. You can also use diamond hones. It will mess up the indexing capabilities, but that's not so significant for woodturning. I use these for honing all my lathe (and other ) cutting tools, to get a sharp edge. That includes touching up the edges of HSS tooling, as well. Should be used wet for extensive reshaping. I carried my set to school for 7+ years, and they still cut very well, and are not ferociously expensive. I don't know if an Arkansas stone would work on carbide, but they also work well on tool steel.?
A sheet of wet-or-dry fine grit silicon carbide paper or cloth, laid wet on a sheet of glass or surface plate would work pretty well, too.?
Bill in OKC
William R. Meyers, MSgt, USAF(Ret.)
Aphorisms to live by: Good judgement comes from experience. Experience comes from bad judgement.? SEMPER GUMBY!
Improvise, Adapt, and Overcome.Physics doesn't care about your schedule.The only reason I know anything is because I've done it wrong enough times to START to know better
On Monday, August 8, 2022 at 08:57:44 AM CDT, Kevin Groenke @ PersonMakeObject via groups.io <groen004@...> wrote:
I guess I can't copy/paste images that way. (sorry about the mess!)?
toggle quoted message
Show quoted text
On Mon, Aug 8, 2022, 8:51 AM Kevin Groenke < groen004@...> wrote: Lex,? The replaceable tipped tool inserts are carbide, but low quality carbide so probably not very sharp. Whether sharp or not, they are "scraping tools" rather than "shearer tools" and they will never cut as smooth a surface in wood as a skew chisel or gouge can.?
Using the most effective tool for different woodturning operations makes a massive difference in how easily it is done and how good the outcome is. The right tool for the job or the effective ways to use them are not particularly intuitive. Here is a video that explains the basic tools and the operations that each is designed to do.?
For turning things at pen scale on a Unimat I would suggest acquiring a small gouge and a small skew chisel.
<img 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Re: first Pen and thoughts on moving forward
For wood turning, I would degrease the screw thread and bed with solvent, blow dry, oil again later. When I am using the milling machine for plastics, I hold the tip of the shop vac right next to the tool.? If you are using 2 hands to turn wood, tape the tip of the vac right under the work area. I see comments about carbide tools somehow not being sharp.? I buy cheap carbide tools from Harbor Freight.
They are $25 for a set of 5 with inserts.? They work well in a Unimat.? I have previously mentioned that I also use Kaiser ThinBit.? These use various inserts which of course come sharpened.? I use lathes for model train parts.? I want to make trains, not sharpen bits.
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Re: first Pen and thoughts on moving forward
Kevin Groenke @ PersonMakeObject
I guess I can't copy/paste images that way. (sorry about the mess!)?
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On Mon, Aug 8, 2022, 8:51 AM Kevin Groenke < groen004@...> wrote: Lex,? The replaceable tipped tool inserts are carbide, but low quality carbide so probably not very sharp. Whether sharp or not, they are "scraping tools" rather than "shearer tools" and they will never cut as smooth a surface in wood as a skew chisel or gouge can.?
Using the most effective tool for different woodturning operations makes a massive difference in how easily it is done and how good the outcome is. The right tool for the job or the effective ways to use them are not particularly intuitive. Here is a video that explains the basic tools and the operations that each is designed to do.?
For turning things at pen scale on a Unimat I would suggest acquiring a small gouge and a small skew chisel.
<img 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Re: first Pen and thoughts on moving forward
Kevin Groenke @ PersonMakeObject
Lex,? The replaceable tipped tool inserts are carbide, but low quality carbide so probably not very sharp. Whether sharp or not, they are "scraping tools" rather than "shearer tools" and they will never cut as smooth a surface in wood as a skew chisel or gouge can.?
Using the most effective tool for different woodturning operations makes a massive difference in how easily it is done and how good the outcome is. The right tool for the job or the effective ways to use them are not particularly intuitive. Here is a video that explains the basic tools and the operations that each is designed to do.?
For turning things at pen scale on a Unimat I would suggest acquiring a small gouge and a small skew chisel.
The larger set of tools are for wood carving, not for wood turning. Having seen similar tool set they are very low quality, probably very dull and if you get them sharp, they won't stay sharp. Using them on a more serious lathe could be very dangerous because that isn't what they're designed to do. Of course they probably won't snap in half on a Unimat like the could on even a small benchtop wood lathe, but I still caution against using them.
Don't take spinning wood for granted. Yes, the Unimat is small, but with a 150 watt motor, fast spinning material, and sharp edges, bad things can still happen and one must try to learn the safe and effective ways things are done or they may get hurt or have frustrating results.
-kevin at PersonMakeObject.com
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On Mon, Aug 8, 2022, 1:21 AM Lex_Peacekeeper via <Lex_Peacekeeper= [email protected]> wrote: these are not carbide, they have what seems to be HSS inserts (could also be cheap metal for the price)
here is the photos of the tooling I got, its what I could find to have a bit of a range with only spending like $70+shipping for it (was already feeling like a money sink at this point)
 
on the normal tools, the claim was it was a basic set of the normal small scale tools they work ok but need to sharpen them, and have not figured out how I'll do that yet the pen was made with only the insert tools, mainly the square tipped one
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Two different lathes all right - both look to be utter rubbish. Take a good look at the saddle of the 'round head' machine. The best part of either m/c is the flat bottom rail used as a bed!
paul B.,
On Sunday, 7 August 2022 at 20:25:27 BST, Carl <carl.blum@...> wrote:
Hi
Gang:
I
spotted this Lathe on Ebay:

item #175364629061
While I
know this is a toy train group and not generally interested in
Machine Shop stuff, did you notice why this might be train
related?
Look at
the end of the red bed.
If you
look harder, you will see the photos are of two totally
different lathes??
Carl.
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Re: first Pen and thoughts on moving forward
these are not carbide, they have what seems to be HSS inserts (could also be cheap metal for the price) here is the photos of the tooling I got, its what I could find to have a bit of a range with only spending like $70+shipping for it (was already feeling like a money sink at this point)   on the normal tools, the claim was it was a basic set of the normal small scale tools they work ok but need to sharpen them, and have not figured out how I'll do that yet the pen was made with only the insert tools, mainly the square tipped one
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Definitely not a lathe to pop out on the kitchen table on a winter evening. ?I hope he didn¡¯t cut the bed out from a running line one dark night! ?I¡¯m sure it¡¯s very rigid but 120lbs to the yard flat-bottom rail is designed to flex, albeit under a hundred tons of locomotive. ? And yes, model train hobbyists have as much need for precision miniature machine tools as clocksmiths and many other hobbyists. ?Mine is used for turning non-functional model details, functional items such as working buffer heads, making jigs and tools, aligning mechanisms, drilling frames, track gauge jigs etc. ?I recently bought a form tool for making wheels to a particular standard profile, though I have a way to go before I turn out my own useable wheels. ?Nevertheless the purchase was made with a particular pair of yet-to-be-scratchbuilt locomotives in mind for which no ready made wheels are currently available. ?There are also techniques for correcting faults on readymade wheels and bearings using the lathe itself and purpose-made collets. ?So yes once you get a bit beyond your basic trainset box, machine tools become very relevant to our?particular?model railway fantasy world!
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On 7 Aug 2022, at 20:48, Lex_Peacekeeper via groups.io <Lex_Peacekeeper@...> wrote:
?On Sun, Aug 7, 2022 at 12:25 PM, Carl wrote:
175364629061
it looks like photos of three lathes in all,? lathes are used in hobby trains for making logs that fit into the cars, barrels, and even making replacement wheels and axels I have a ton of train stuff from my grandfather and some of the notes talk about using a little lathe for stuff like that
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