From Sprinkler Systems
Parts of a pipe systems can be copied easily and even complete pipe systems within a single branch can be copied when they are of a similar kind. Pipes can be references pipes, ie. once a pipe is defined it can be the reference pipe, which then can be used as often as needed in a net. When a reference pipe is altered all related pipes will change accordingly. Each pipe can have its own 'C' factor.
The selection of the equivalent length of the fittings is done in a table which the user can put together. Three standard tables (for VdS and FM) are included in the program, other user defined tables can easily be added.
The user can add, process and save as many operation areas as needed. The definition of the operation area is independent of the actual pipe geometry and can be changed at any time. This is very important as in looped systems the position of the most unfavourable operation area is not known from the outset. These areas can only be located approximately step by step. But the user could also input the whole system as an operation area.
WinSprink is already fulfilling a higher accuracy as well as the form of the printed protocol which will soon form part of the VdS certification requirements. For each pipe segment the following specifications will be printed:
- The number of the pipe
- The beginning and ending node
- The pressure at the beginning of the pipe
- For sprinklers: the 'K' factor
- The discharge density of the sprinklers
- The amount of water in the pipe
- The diameter and length of the pipe
- The number and kind of fittings
- The hydraulic length
- The friction losses
- The difference of heights
- The complete loss of pressure
- The pressure at the end of the pipe
- The flowing speed of the water
Despite the high accuracy of calculation the results are determined very fast due to the optimized calculation method. The calculation is governmentally accepted and according to VdS, FM, NFPA and LPC.
Optionally the pressure loss can be calculated in accordance with the Darcy-Formula (e.g. for foam systems) instead of the Hazen-Williams-Formula.