Pool Water Preparation; Determining Pool Size (Gallons Of Water In Your Pool); Determining Pool Size (Liters Of Water In Your Pool) - Pentair INTELLICHLOR IC15 Installation Et Guide D'utilisation
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Voir aussi pour INTELLICHLOR IC15:
- Guide d'installation et d'utilisation (72 pages)
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Table 2. Approximate amount of stabilizer (cyanuric acid) to obtain 40 ppm in pool
C
r u
e r
t n
1
0
0 ,
0
0
g
1
2
0 ,
0
C
y
a
n
r u
c i
A
c
d i
3 (
8
0 ,
0
0
) L
4 (
5
4 ,
2
L
e
v
e
- l
p
p
m
3
2 .
5
1 (
4 .
7
k
) g
3
9 .
0
0
2
4 .
3
1 (
1 .
0
k
) g
2
9 .
2
1
0
1
6 .
2
0 (
7 .
3
k
) g
1
9 .
4
2
0
NOTE: The cyanuric acid reading should be maintained at 30 - 50 ppm.
Pool Water Preparation
Determining Pool Size (Gallons of Water in Your Pool)
•
Rectangular Pools: Length x width x average depth x 7.5
•
Circular Pools:
•
Oval Pools:
•
Sloping Sides:
Determining Pool Size (liters of water in your pool)
•
Rectangular Pools: Length x width (meters) x average depth x 1000
•
Circular Pools:
•
Oval Pools:
•
Sloping Sides:
CAUTION - Never use dry acid (sodium bisulfate) to adjust pH in arid geographic areas with excessive
evaporation and minimal dilution of pool water with fresh water. A buildup of byproducts can damage the IECG.
IntelliChlor Electronic Chlorine Generator Installation and User's Guide
0
g
1
4
0 ,
0
0
g
1
6
0 ,
0
0
g
5
) L
5 (
3
0 ,
0
0
) L
6 (
0
6 ,
0
0
) L
1 (
7 .
7
k
) g
4
5 .
5
2 (
6 .
k
) g
5
2 .
0
2 (
3 .
6
k
) g
1 (
3 .
2
k
) g
3
4 .
0
1 (
5 .
4
k
) g
3
8 .
9
1 (
7 .
6
k
) g
0 (
8 .
8
k
) g
2
2 .
7
1 (
0 .
3
k
) g
2
5 .
9
1 (
1 .
7
k
) g
Diameter x diameter x average depth x 5.9
Length x width x average depth x 6.7
Multiply total gallons by 0.85 = gallon capacity
Diameter x diameter x average depth x 785
Length x width (meters) x average depth x 893
Multiply total liters by 0.85 = liter capacity.
1
8
0 ,
0
0
g
2
0
0 ,
0
0
g
2
2
0 ,
0
0
g
6 (
8
1 ,
3
7
) L
7 (
6
0 ,
0
0
) L
8 (
3
3 ,
0
0
5
8 .
5
2 (
6 .
5
k
) g
6
5 .
0
2 (
9 .
4
k
) g
7
1 .
5
3 (
2 .
4
3 .
7
1 (
9 .
8
k
) g
4
8 .
6
2 (
2 .
0
k
) g
5
3 .
5
2 (
4 .
2
9 .
2
1 (
3 .
2
k
) g
3
2 .
4
1 (
4 .
7
k
) g
3
5 .
6
1 (
6 .
2
4
0 ,
0
0
g
2
6
0 ,
0
0
g
) L
9 (
0
8 ,
5
0
) L
9
8
4 ,
2
1
) L
4
k
) g
7
8 .
0
3 (
5 .
3
k
) g
8
4 .
5
3 (
8 .
3
k
) g
2
k
) g
5
8 .
3
2 (
6 .
4
k
) g
6
3 .
2
2 (
8 .
6
k
) g
1
k
) g
3
8 .
9
1 (
7 .
6
k
) g
4
2 .
1
1 (
9 .
1
k
) g
2
8
0 ,
0
0
g
3
0
0 ,
0
0
g
1
0
6
0 ,
0
0
) L
1 (
3
4
0 ,
0
0
) L
9
1 .
0
4 (
1 .
2
k
) g
9
7 .
5
4 (
4 .
2
k
) g
6
8 .
0
3 (
0 .
8
k
) g
7
2 .
9
3 (
3 .
0
k
) g
4
5 .
4
2 (
0 .
5
k
) g
4
8 .
6
2 (
2 .
0
k
) g
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