Terms & Conditions

Data Security

We are committed to ensuring that your information is secure. In order to prevent unauthorised access or disclosure we have put in place suitable physical, electronic and managerial procedures to safeguard and secure the information we collect.

All data is stored in secure electronic systems accessible only to Oasys staff with both valid network login credentials and specific authorisation to access the system.  Our systems further limit data access by role to ensure data is available only to those who have a specific need to see it.

If at any point you suspect or receive a suspicious communication from someone suggesting they work for Oasys or a website claiming to be affiliated with Oasys, please forward the communication to us or report the incident by email to [email protected] or in writing to Oasys, 8 Fitzroy Street, London, UK, W1T 4BJ as soon as possible.

Data Security Notice Updated 27th February 2020

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Website Terms and Conditions

The contents of this web site are protected by copyright and other intellectual property rights under international conventions. No copying of any words, images, graphic representations or other information contained in this web site is permitted without the prior written permission of the webmaster for this site.

Oasys accepts no responsibility for the content of any external site that links to or from this site.

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Software Licensing Terms

Terms and Conditions of Purchase

The full conditions of purchase and maintenance for all Oasys desktop software are set out in the Oasys Software Licence and Support Agreement.

The full conditions of purchase and maintenance for Oasys Gofer and Oasys Giraphe are set out in the Gofer SaaS Agreement and the Giraphe SaaS Agreement.

All prices are subject to TAX at the current rate.

Prices and specifications are subject to change without notice – please ask for a written quotation.

Although every care has been taken to ensure the accuracy of all information contained herein, the contents do not form or constitute a representation, warranty, or part of any contract.

Superseded Versions of Terms and Conditions

Oasys keeps copies of all superseded versions of its terms and conditions.

Maintenance & Support Services

Support and maintenance is included with all subscription licences for their full duration.

Annual maintenance contracts are available for software under a perpetual licence, prices are based on a percentage of the most recent list price.

This service includes:

 

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Cookies Policies

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GSA FAQ

GSA – Mapping varying loads on 2D elements

Face loads on 2D do not have to be constant: you can set the load to vary across the face.

2D Element Loading Table

Loads such as hydrostatic vary with depth, so it can be quite involved to calculate and apply them manually. In GSA you have some options that will help.

Create and Split

The essence of this method is that if you split an element with varying loads, they split as well. If we take this example of a single 2D element with a varying load set to something at the base and nothing at the top

 

 

 2D element with varying load

 

 

And then use the Sculpt | 2D Element Operations | Split Quad Elements command (having first selected it of course), and break it down into smaller pieces, then the loads adjust accordingly.

Split 2D element with varying load

Sculpt

A more flexible method is to apply the loads once the geometry is created using the Sculpt commands.

If we take this more complex (auto-generated) example, calculating and applying the varying loads is involved.

Auto-created mesh

If we select all the elements though and use Sculpt > Create Element Loading > Map Face Loads on to 2D Elements then GSA can calculate the forces for you. In this particular example the wall is 5m high, so we want the hydrostatic load to vary from 50 kN/m2 at the base (z = 0) to zero at the top (z = 5). We can achieve this by setting the pressure to be 10*(5-z):

Map Face Loads dialog

With the result:

"Hydrostatic

The more general form of this formula is as follows:

  • Z = elevation coordinate of any point on the wall
  • z_top = level at top of wall
  • z_bot = level at bottom of wall
  • height = z_top – z_bot
  • load = pressure at bottom of wall

So the mapping for a load that goes from Load at the bottom to zero at the top would be:

  • load * (height – (Z – z_bot))

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