Crocheted coasters: different shapes

Which craft: Crochet

Ice Yarn Sale Ribbon Rose Pink, but any other yarn can be used for this project.
You need small amount of yarn for a coaster. I have used only several grams for all different coasters.

Suggestion Needles / Hooks: 2 mm. US 0

Gague:

not important for this project

Techniques:

magic ring, chain, slip stitch, double crochet

Sizes :

any size, it depends on yarn thickness and amount of rows

Finished measurements :

in my case, around 5,5 cm x 5,5 cm

Abbreviations :

ch = chain
dc = double crochet
sl st = slip stitch
rep = repeat

Project Note:

My pattern is partially based on granny squares, so if you already knew how to crochet them, it will be easy for you to understood this pattern. It is easy, suitable for beginners.

Pattern :

All patterns are not only written down, but you can also find graphical schemes below. You can crochet more rows to make your coaster bigger or to make a tablecloth or even blanket using this patterns.

Octagon
Magic ring
1st row: ch3, dc1, ch1, *dc2, ch1** (rep from * to ** - 7 times), sl st (into the first dc in the row), sl st (into the next chain).
2nd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), *dc2, ch1, dc2** (rep from * to ** - 7 times, into next chains of previous row), sl st (into the first dc in the row), sl st (into the next chain).
3rd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 7 times), sl st (into the first dc in the row), sl st (into the next chain).
4th row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 7 times), sl st (into the first dc in the row), sl st (into the next chain).
5th (6th, 7th, ...) row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on)** (rep from * to ** - 7 times), sl st (into the first dc in the row), sl st (into the next chain).

Heptagon
Magic ring
1st row: ch3, dc1, ch1, *dc2, ch1** (rep from * to ** - 6 times), sl st (into the first dc in the row), sl st (into the next chain).
2nd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), *dc2, ch1, dc2** (rep from * to ** - 6 times, into next chains of previous row), sl st (into the first dc in the row), sl st (into the next chain).
3rd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 6 times), sl st (into the first dc in the row), sl st (into the next chain).
4th row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 6 times), sl st (into the first dc in the row), sl st (into the next chain).
5th (6th, 7th, ...) row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on)** (rep from * to ** - 6 times), sl st (into the first dc in the row), sl st (into the next chain).

Hexagon
Magic ring
1st row: ch3, dc1, ch1, *dc2, ch1** (rep from * to ** - 5 times), sl st (into the first dc in the row), sl st (into the next chain).
2nd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), *dc2, ch1, dc2** (rep from * to ** - 5 times, into next chains of previous row), sl st (into the first dc in the row), sl st (into the next chain).
3rd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 5 times), sl st (into the first dc in the row), sl st (into the next chain).
4th row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 5 times), sl st (into the first dc in the row), sl st (into the next chain).
5th (6th, 7th, ...) row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on)** (rep from * to ** - 5 times), sl st (into the first dc in the row), sl st (into the next chain).

Pentagon
Magic ring
1st row: ch3, dc1, ch1, *dc2, ch1** (rep from * to ** - 4 times), sl st (into the first dc in the row), sl st (into the next chain).
2nd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), *dc2, ch1, dc2** (rep from * to ** - 4 times, into next chains of previous row), sl st (into the first dc in the row), sl st (into the next chain).
3rd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 4 times), sl st (into the first dc in the row), sl st (into the next chain).
4th row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 4 times), sl st (into the first dc in the row), sl st (into the next chain).
5th (6th, 7th, ...) row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on)** (rep from * to ** - 4 times), sl st (into the first dc in the row), sl st (into the next chain).

Square
Magic ring
1st row: ch3, dc1, ch1, *dc2, ch1** (rep from * to ** - 3 times), sl st (into the first dc in the row), sl st (into the next chain).
2nd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), *dc2, ch1, dc2** (rep from * to ** - 3 times, into next chains of previous row), sl st (into the first dc in the row), sl st (into the next chain).
3rd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 3 times), sl st (into the first dc in the row), sl st (into the next chain).
4th row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 3 times), sl st (into the first dc in the row), sl st (into the next chain).
5th (6th, 7th, ...) row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on)** (rep from * to ** - 3 times), sl st (into the first dc in the row), sl st (into the next chain).

Triangle
Magic ring
1st row: ch3, dc1, ch1, *dc2, ch1** (rep from * to ** - 2 times), sl st (into the first dc in the row), sl st (into the next chain).
2nd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), *dc2, ch1, dc2** (rep from * to ** - 2 times, into next chains of previous row), sl st (into the first dc in the row), sl st (into the next chain).
3rd row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 2 times), sl st (into the first dc in the row), sl st (into the next chain).
4th row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the next hole between dc2 and dc2 of previous row), dc2 (into the next hole between dc2 and dc2 of previous row)** (rep from * to ** - 2 times), sl st (into the first dc in the row), sl st (into the next chain).
5th (6th, 7th, ...) row: ch3, dc1 (into the same chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on), *dc2 (into next chain of previous row), ch1, dc2 (into the same chain of previous row), dc2 (into the hole between dc2 and dc2 of previous row), [dc2 (into the next hole between dc2 and dc2 of previous row)] (rep part in square beckets 2 times for 5th row, 3 times - 6th row, 4 times - 7th row and so on)** (rep from * to ** - 2 times), sl st (into the first dc in the row), sl st (into the next chain).

Note: You can skip sl st (into the next chain) in the last row you want to crochet.

I recommend you to block your elements. It is especially important for triangles and squares. After that, you can use them as coasters or create bigger projects with them.

I wish you luck with this project! And do not hesitate to share your projects with me)

Schemes

Stitch key

Octagon

Heptagon

Hexagon

Pentagon

Square

Triangle

Set of hexagon coasters

Other photos

More about Tonia...

Tonia Markysh, 2020 - 26.10.2020

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