Shipping Policy
​Postage Calculator, Shipping Times & Depot Pickup
With over 15 years of industry experience, we serve diverse sectors including civil, mining, landscaping, and demolition. Our online purchasing options make it simple for you to access quality products in varying quantities to meet your project's needs.
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Postage Calculator
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Our online checkout includes a Shipping Calculator.
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1. Add your items to your cart.
2. Enter your suburb and delivery address.
3. The calculator will provide an instant delivery quote.
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For large or bulky items, freight will be quoted manually as pallet dimensions vary. We always source the most cost-effective provider for your order.
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Same Day / Next Day Shipping Exceptions
With over 15 years of industry experience, we serve diverse sectors including civil, mining, landscaping, and demolition. Our online purchasing options make it simple for you to access quality products in varying quantities to meet your project's needs.
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Estimated Shipping Times
Please note: Delivery times below are estimates only. We cannot guarantee exact delivery dates, as shipping is managed by third-party carriers.
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Brisbane - Typically 1-3 business day.
Regional QLD - Typically 3-5 business days.
Sydney - Typically 1-3 business days.
Regional NSW - Typically 2-5 business days.
Melbourne - Typically 2-4 business days.
Regional VIC - Typically 3-6 business days.
South Australia - Typically 3-6 business days.
Western Australia - Typically 5-7 business days.
Northern Territory - Typically 5-7 business days.
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Depot Pickup
Orders can also be collected from our depot, free of charge:
Integrated Erosion Control
9392 Tweed Valley Way, Chinderah NSW 2487.
Trading Hours: Monday – Friday: 8:00am – 4:00pm, weekends by appointment only.
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​Postage Calculator, Shipping Times & Depot Pickup
With over 15 years of industry experience, we serve diverse sectors including civil, mining, landscaping, and demolition. Our online purchasing options make it simple for you to access quality products in varying quantities to meet your project's needs.
