groston
New Member
There is some great information here related to setting the controls for a Fleck 5600SXT meter, but it seems to me that this information could be presented in algorithmic form, i.e., provide a ‘form’ into which one places certain numbers, followed by a set of equations that yield the appropriate settings. Though my level of expertise is certainly far less than that of the regular contributors, the following is my attempt to create such a form. Please fix the mistakes that I have certainly made. (My intent is to create a simply web form that operationalizes the following once the bugs are worked out.)
For a twin tank system.
Information needed:
Using the chart in the service manual that corresponds to the injector, write down the following numbers:
lb salt (per ft3 of media) | capacity
6 | 21,700 × Cubic feet of media
7 | 23,800 × Cubic feet of media
8 | 25,200 × Cubic feet of media
9 | 26,700 × Cubic feet of media
10 | 27,500 × Cubic feet of media
12 | 29,200 × Cubic feet of media
15 | 30,800 × Cubic feet of media
Step 3: Determine how much salt is needed per recharge cycle using the following equation
Salt needed = Cubic feet of media × Desired salt efficiency
Salt needed (lb):
Step 4: Calculate the number of gallons of brine needed using the following equation
Gallons of brine = salt needed / 3 (round up or down to integral multiple of BLFC)
Step 5: Calculate actual system capacity
Look up value from table, using Gallons of Brine × 3 as the amount of salt. If the amount of salt is not an integral value, interpolate to get the actual capacity. For programming the controller, divide the capacity by 1000.
C:
Step 6: Calculate brine fill time using the following equation
Brine fill time (BF) = Gallons of brine / Brine flow rate
BF:
Step 7: Calculate the brine draw time using the following equation
Brine draw time = Gallons of brine / Brine draw rate
Step 8: Calculate the brine draw and rinse time using the following equation
Brine draw and rinse time (BD) = minimum (4 × Brine draw time, 60 minutes)
Step 9: Calculate reserve capacity (needed for other tank regeneration)
RC = 1.1 * (Back wash time + Rapid rinse time) × DLFC + (Brine fill time + brine draw time) × Total flow
Step 10: Provide system performance overview:
Days between recharge: (C - RC) / (H × Average daily water consumption)
Pounds of salt per month: (30/Days between recharge) × Gallons of Brine × 3
Example system:
Cubic feet of media (per tank): 1 ft3
Injector number: #1
Brine flow rate: 0.50 gpm
Water hardness (grains): 43
Water pressure (psi): 55
Average daily water consumption (gal): 80
Step 1:
Brine draw rate (gpm): 0.25
Rinse rate (gpm): 0.45
Total flow (gpm): 0.7
Step 2:
Salt efficiency: 8 lb/ft3
Step 3:
Salt needed: 8 lb
Step 4:
Gallons brine: 3.0
Step 5:
C: 27
Step 6:
BF: 6 minutes
Step 7:
Brine draw time: 12 min
Step 8:
BD: 60 min
Step 9:
RC: 98 gal
Step 10:
Days between recharge: 7.8
Pounds of salt per month: 35
For a twin tank system.
Information needed:
- Cubic feet of media (per tank)
- Injector number:
- Brine flow rate (BLFC):
- Drain line flow rate (DLFC):
- Water hardness (H) (grains):
- Water pressure (psi):
- Average daily water consumption (gal):
Using the chart in the service manual that corresponds to the injector, write down the following numbers:
- Brine draw rate (gpm):
- Rinse rate (gpm):
- Total flow (gpm):
lb salt (per ft3 of media) | capacity
6 | 21,700 × Cubic feet of media
7 | 23,800 × Cubic feet of media
8 | 25,200 × Cubic feet of media
9 | 26,700 × Cubic feet of media
10 | 27,500 × Cubic feet of media
12 | 29,200 × Cubic feet of media
15 | 30,800 × Cubic feet of media
Step 3: Determine how much salt is needed per recharge cycle using the following equation
Salt needed = Cubic feet of media × Desired salt efficiency
Salt needed (lb):
Step 4: Calculate the number of gallons of brine needed using the following equation
Gallons of brine = salt needed / 3 (round up or down to integral multiple of BLFC)
Step 5: Calculate actual system capacity
Look up value from table, using Gallons of Brine × 3 as the amount of salt. If the amount of salt is not an integral value, interpolate to get the actual capacity. For programming the controller, divide the capacity by 1000.
C:
Step 6: Calculate brine fill time using the following equation
Brine fill time (BF) = Gallons of brine / Brine flow rate
BF:
Step 7: Calculate the brine draw time using the following equation
Brine draw time = Gallons of brine / Brine draw rate
Step 8: Calculate the brine draw and rinse time using the following equation
Brine draw and rinse time (BD) = minimum (4 × Brine draw time, 60 minutes)
Step 9: Calculate reserve capacity (needed for other tank regeneration)
RC = 1.1 * (Back wash time + Rapid rinse time) × DLFC + (Brine fill time + brine draw time) × Total flow
Step 10: Provide system performance overview:
Days between recharge: (C - RC) / (H × Average daily water consumption)
Pounds of salt per month: (30/Days between recharge) × Gallons of Brine × 3
Example system:
Cubic feet of media (per tank): 1 ft3
Injector number: #1
Brine flow rate: 0.50 gpm
Water hardness (grains): 43
Water pressure (psi): 55
Average daily water consumption (gal): 80
Step 1:
Brine draw rate (gpm): 0.25
Rinse rate (gpm): 0.45
Total flow (gpm): 0.7
Step 2:
Salt efficiency: 8 lb/ft3
Step 3:
Salt needed: 8 lb
Step 4:
Gallons brine: 3.0
Step 5:
C: 27
Step 6:
BF: 6 minutes
Step 7:
Brine draw time: 12 min
Step 8:
BD: 60 min
Step 9:
RC: 98 gal
Step 10:
Days between recharge: 7.8
Pounds of salt per month: 35