Description
Wheelchair and scooter ramps for disabled people. Single folding ramp (monoramp) made of aluminum and covered with a special anti-slip material.
Technical Features
Slope
Portable ramps are the fastest and most functional solution for overcoming steps, sidewalks and differences in level. The variety of models available on the market allows you to explore and evaluate any eventuality in the best possible way. The concept of Ramp is mainly associated with the terms SLOPE and LENGTH. The greater the Length, the lower the Slope to be faced and the load to be supported, both in the case of autonomy of the user and in the event of an assistant. Below we leave a very short formula for calculating the slope, also useful for identifying the length of the most suitable ramp based on the available spaces.
Ramp Gradient % = (difference in height to overcome / length) x 100
Omega Single Folding Ramp
The Omega Single Folding Ramp is made of aluminum and covered with a special non-slip material so that the companion can also climb onto the ramp while maintaining safety. The ramps can be folded lengthwise and have a handle to ensure easy transport. They are available in three models:- 13033005 - Length 45 cm
- 13033017 - Length 90 cm
- 13033006 - Length 120 cm
Technical Features
- Aluminum Frame
- Special anti-slip layer for base coverage
- They are made up of a single track that folds lengthwise
- Inner edge height: 6 cm
- Practical carrying handle
| Single folding ramp | Code 13033005 | Code 13033017 | Code 13033006 |
|---|---|---|---|
| Length | 45 cm | 90 cm | 120 cm |
| Length | 71 cm | 80 cm | 80 cm |
| Internal width | 71 cm | 76 cm | 76 cm |
| Edge height | - | 6 cm | 6 cm |
| Slope / height that can be overcome | 12° / 10 cm | 12° / 20 cm | 12° / 25 cm |
| Weight | 4 kg | 8 kg | 10.5 kg |
| Maximum capacity | 300 kg | 300 kg | 300 kg |
| Dimensions (L x W x H) | 45 x 37 x 5 | 90 x 40 x 10 | 120 x 40 x 10 |
Portable ramps are the fastest and most functional solution for overcoming steps, sidewalks and differences in level. The variety of models available on the market allows you to explore and evaluate any eventuality in the best possible way. The concept of Ramp is mainly associated with the terms SLOPE and LENGTH. The greater the Length, the lower the Slope to be faced and the load to be supported, both in the case of autonomy of the user and in the event of an assistant. Below we leave a very short formula for calculating the slope, also useful for identifying the length of the most suitable ramp based on the available spaces.
Ramp Gradient % = (difference in height to overcome / length) x 100
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