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Regardless of the brand, the larger the distance across the gouge, the larger the width. For example, in the figure below, notice how the width corresponds to the distance across the gouge. As the name implies, this type of gouge comes with a shaft that is shaped like a spoon. If you chose to use a pocket knife for your whittling, chose one that has a locking blade if possible to prevent the blade from collapsing or folding during use. This is just my suggested list of some of the ones you may want to pick up over time. If you are looking for beginner tools, please scroll down and see that section as the list is much shorter.

Using your tools need to become a reflexive action, which can only happen if you have the right set. This photo shows two sets of palm handled carving tools вЂ" micro tools along the top row and regular sized tools along the bottom row. The regular-sized tool profiles are used for roughing out the background and levels in your relief carving, or for shaping your three-dimensional carvings. The micro tools are then used to add extremely fine-cut detailing. Both sets shown are manufactured by Ramelson, and will last a lifetime. As exciting as it is go purchase new tools for your shop, I recommend NOT going this route when you are just learning to carve.

Carving gloves are typically made of some sort of slice resistant material, like Kevlar, and allow the carver reduce the chance of cuts from the sharp tools they are using. These gloves are highly important for beginners to have as they may still be learning the proper way to handle the tools and will be more susceptible to injury. Power carving is a form of wood carving that utilizes rotary tools and bits that quickly grind and shape wood to create beautiful works of art. Skew chisels have a flat cutting edge just like a regular chisel but are ground at a slight angle. These are primarily used in wood turning and in some cases to cut into corners.

Razor sharp blades right out of the box are made of carbon steel and will serve you years of whittling wood.

It's a very popular approach for decoy-carving, for example.

The Sweeping Cut requires a very sharp blade, meaning the Carving Knife or the Bench Knife will be your tools of choice.

Corner chisels look like regular flat chisels but bent at a sharp angle to cut corners in wood and is used primarily for creating joints.

Be ready to whittle wherever you are with the FLEXCUT Whittling Knife.

If you're looking for a quality, versatile pumpkin carving kit that you'll use time and time again, the Antner Professional Pumpkin Carving Tool Kit is worth the investment. While many other kits feature tools with plastic handles and lightweight metal blades, this kit offers the highest quality tools that we've seen. All of the tools in this kit are made with stainless steel and feature generously sized wooden handles with an ergonomic design. If you care for these tools appropriately and store them in the included case, you'll be able to use them for years to come.

Beavercraft S14 Wood Carving Tools Kit

However, the real deal about this is the size variability of the tools. It offers users the versatility they need to accomplish a particular form and depth of carvings without problems. The set boasts tools with sweep and blade width of #3 x 1/2, #3 https://ronbaileyscarvings.com/blog/ x 1, #5 x 1 3/16, #7 x 11/16, #9 x 1/2, #10 x 3/4, #11 x 1/8, #11 X 1/4, 45 degree V-tool, and a 60 degree V-Tool. A flexible set of tools recommended for beginners and an excellent choice for professionals. That said, it is also very handy when it comes to wood carving and sculpture, as it can, like a riffler, get into tight spaces.

Here are a few things to keep in mind when buying wood carving tools. If you are serious about learning wood carving this set is the best for you. It contains most hand tools that you can wish for and the are of great quality as well. Since this set only come with 6 different carving tools it feels a little limited. But if you are not sure if you like wood carving and unwilling to spend lots of money, this is a good option to start with.

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"

# data[].attributes.attachment_link.description
Regardless of the brand, the larger the distance across the gouge, the larger the width. For example, in the figure below, notice how the width corresponds to the distance across the gouge. As the name implies, this type of gouge comes with a shaft that is shaped like a spoon.