High Risk Work Licence - Self-Erecting Tower Crane (CS) study materials
High Risk Work Licence - Self-Erecting Tower Crane (CS) study resources

High Risk Work Licence - Self-Erecting Tower Crane (CS) case studies

High Risk Work Licence - Self-Erecting Tower Crane (CS) · Put your knowledge to work in context.

The CS licence is an Australian high risk work licence class for operating self-erecting tower cranes - cranes that are transported as a unit or in sections and erected on site, often with their own jacking or folding mechanism, rather than being assembled by a separate climbing crew like a large hammerhead tower crane. It suits crane operators, hire-company staff, precast and tilt-up crews, and personnel in housing, commercial and industrial construction who need to erect, operate and dismantle these cranes lawfully. The High Risk Work Licence - Self-Erecting Tower Crane (CS) case studies are 5 cases and about 2,534 words.

1

Load Chart, Radius and the Extra Block

A self-erecting tower crane is set up on a compacted gravel pad beside a two-storey building. The operator has a load chart for the current jib configuration.

563 words, about 3 min
2

Outrigger Pad on Filled Ground

A self-erecting tower crane is being positioned on a residential site where an old swimming pool was backfilled two years ago. The ground is a mix of clay and loose fill.

496 words, about 2 min
3

Erection in a Tight Lane with a Powerline

A self-erecting tower crane is to be erected in a narrow service lane behind a row of shops. The lane is 4.5 m wide.

512 words, about 3 min
4

Two-Way Radio and the Wrong Load

A self-erecting tower crane is lifting bundles of timber from a delivery truck to a third-floor loading bay. The operator is in the cab and cannot see the truck.

487 words, about 2 min
5

Daily Inspection, a Damaged Limit Switch and a Defect

During a pre-operational inspection, the operator finds that the hoist limit switch has a cracked housing and the lever does not return freely. The crane was used the previous day without apparent problem.

476 words, about 2 min