Bright mild steel round bar is a versatile material with highly reliable strength, and it can be effectively used in a number of construction projects. It can be cut, welded and easily worked to suit all requirements, and it is available cut to size to your specifications.
Simply enter the dimensions of the mild steel bar you require into our price calculator to receive an on-screen quote for your order.
Mild steel is set apart from other forms of steel because of its relatively low carbon content, which makes it more ductile and easier to work. Bright mild steel round bar is so called because of the cold finished process used in its manufacture, which leaves with a better surface finish and a far more accurate dimension and shape.
Steel is one of the most widely used, versatile and widely recycled materials available. It is used all over the world to manufacture small and large components for a huge range of everyday domestic and specialist commercial products. There is little that is manufactured or transported without the use of steel.
Please note: Our current machines operate to a tolerance of +/- 2mm. Please enter your desired dimensions below to the nearest whole mm.
Customer Reviews 5.0 5 5.0/5 Based on 3 reviews
Great Service Reviewed by Foxpete on 19 Feb 2018
A good company .Order processed quickly and will use again. Thank you.
Very good Reviewed by Loy35i on 09 Aug 2017
Prompt delivery, well packed ,in good condition, No Rust, Thank you.
QUALITY STEEL AT A GREAT PRICE Reviewed by Stewart Roberts on 19 Mar 2016
Tried to get this locally but the quality and dimensions of steel available were rubbish. This company delivered both and at a good price
Bright steel round bar is widely used in:
Popularly used in general engineering applications and suitable for fasteners, shafts and threaded bars.
Please find our delivery rates below. The delivery price will be automatically calculated as you add items to your cart.
|1 - 20kg||£9.95|
|20 - 50kg||£13.50|
|Orders Over £80||FREE|
|1 - 20kg||£11.95|
|20 - 50kg||£15.50|
|Orders Over £150||FREE|
Scottish Highlands & Islands
|1 - 20kg||£36.95|
|20 - 50kg||£40.50|
Universal Beams & Channels
We can only deliver Universal Beams and Universal Channels to selected postcodes in the TQ, EX, PL and TR areas. A shipping charge of £15 applies to all orders in this category. Collect in person is also available for those who live locally.
What days will the courier delivery?
Our courier will deliver between Monday and Friday.
How quickly will my order arrive?
The majority of orders will arrive within a maximum of five working days. However, sometimes there may be a delay but we will phone you if this is going to be the case.
Can I collect my order in person?
Yes, during the checkout process you will be given the option of selecting 'collect in person' which will remove all delivery charges.
Will I be able to track the status of my order?
Yes, you will be emailed the tracking number when your order is dispatched.
How will my order be delivered?
For deliveries local to us we use our own fleet of vehicles. For orders further afield we use a range of couriers, depending on the size of your order we select a courier to suit.
Will I need to sign for my order?
Yes, a signature is required upon delivery.
Special delivery instructions
If you have any special delivery instructions, please include these in the 'special delivery' section at the checkout.
As stated above the price of delivery varies depending on the postcode of the delivery address. In some rare cases concerning Scottish Highlands & Islands the stated delivery charge may not be enough to cover the shipping and we reserve the right to request this additional amount before shipment. Should you decide you do not wish to pay this additional cost we will refund the total cost of your order within 24hrs.
I have a query regarding delivery?
If you have any queries regarding delivery please ring our team on 01803 664020. We shall make every effort to contact you if we cannot deliver your order within the specified period and we will let you know of the expected time.