Introduction
In the first two
articles in this series, I discussed some of the dissolved
components, mostly trace metals, found in the water from a
survey of 23 marine reef aquaria. I chose to examine these
elements for two reasons: first, many reef aquarists seem
very concerned, "obsessed" is not too strong a word,
about trace elements in their systems and, second, the concentrations
of these materials could be analyzed relatively inexpensively.
I have shown that the concentrations of many of these elements
in our reef tanks bear little similarity to what is found
in natural sea water (NSW). Additionally, I have shown that
many of these elements have distributions that are correlated
with one another. After comparing these data with the composition
of the artificial salt mixes as reported in the literature
(Atkinson and Bingman, 1999), it is apparent that some of
the odd, and relatively very high, concentrations are due
to the initial mixtures of the artificial sea water that we
use in our systems. Our systems are very dynamic, however,
and after a very short period bear only a passing similarity
to what is found in either natural or freshly mixed artificial
sea water.
That our systems are dynamic and ever changing
should come as no surprise to any reef aquarist. However,
the magnitude of some of these changes is quite impressive
and the speed with which the systems can accommodate change
is truly awesome. Most, if not all of these changes, are mediated
by the organisms in the reef aquaria, and probably the most
important groups of organisms in this regard are the bacteria
and algae found in the aquaria (Redfield, et al., 1963).
Under appropriate conditions, various bacterial and algal
species will have large populations in our systems, and they
have the capability for rapid metabolically induced changes
of the medium. In natural reefs, about 80 percent of the non-bacterial
biomass is algal (Odum and Odum, 1955). Coral reefs are, in
point of fact, algal reefs with a small animal component layered
over them like the thin frosting on a cheap cake. It is likely
in many of our aquarium systems that the algal component is
equivalently abundant; algae grow on the surfaces of virtually
everything in our tanks, as well as within the rocks, corals,
and sediments. When we set up our aquaria, we are actually
constructing algal culturing vessels of very good design.
Of course, all aquarists, myself included, then gripe loudly
and vociferously about the algae "taking over" our
tanks. Yeah, right... The rapidity of algal growth is amazing,
as demonstrated by the dinoflagellate or diatom blooms we
have had at one time or another.
For most aquarists, an unforeseen or unexpected
side effect of such rapid algal growth is a significant alteration
of the water chemistry; as some elements vanish from solution,
while the abundance of others is hardly changed. Of course,
some of the animals alter the water chemistry as well, but
probably most of the alteration comes from either algae or
bacteria. Such rapid alterations of water chemistry are characteristic
of these two groups in natural systems, and are not at all
characteristic of animals. Most animals use relatively little
in the way of dissolved materials, getting most of the chemicals
they need from their food. One rather peculiar animal, the
reef aquarist, however, does significantly alter the composition
of the fluid in reef aquaria. Aquarists can change the water
chemistry of their systems either actively or passively. In
the former case, they may add or remove materials from the
system. In the latter case, they may simply do nothing, and
in so doing, abet the changes occurring due to the actions
of the various organisms in the system.
Undoubtedly as well, there are many strictly
non-biological chemical reactions occurring in our systems,
but with few exceptions, such as the effects of lime water
or added buffers, these are likely of lesser magnitude and
importance than are the biologically mediated responses.
In an attempt to estimate some of the effects
that aquarists have on their systems, I asked the participants
of "The Tank Water Study" to provide me with a detailed
list of foods they used and their feeding schedule. I also
asked for data on water changes; both if they performed them,
and if so, how much water was changed at each instance and
how frequently these changes were accomplished. By examining
the composition of the foods that go into the aquarium, as
well as the frequency of water removal, I could, rather crudely,
estimate some of the factors influencing the composition of
the materials dissolved in the aquarium water.
Materials, Methods and the Resulting Machinations
The nutrient and
trace element composition of the foods was estimated by calculating
the mass of the food added and comparing the foods to compositions
of comparable foods in what I call "The Food and Additive
Study"(Shimek, 2001). To estimate the mass of food added
to the aquarium, I had to convert from a number of different
odd and wonderfully esoteric measurements into metric units
(Table 1). Most marine animal and plant tissue has a specific
gravity of close to one, and I assumed that one milliliter
of the foods derived from such tissue weighed one gram. This
will introduce some errors, as some foods are a bit denser.
These foods will be undervalued with regard to their contribution.
For some foods there were no available
comparable data, so I estimated their values by using a similar
food. For example, for an addition of mysids, I used brine
shrimp as a surrogate. Likewise, for most of the algae used
by the aquarists in the study, there were no data available.
I used the values for dried Nori (Porphyra spp.) as
a surrogate. This may over-represent the contribution of those
algae, as Nori is a very rich food source. A square inch of
whichever algae were used was estimated to be equivalent to
0.25 g of Nori.
Table
1. Measurements and conversions used to estimate
food volumes added.
|
Measurement
|
Used
in Calculations
|
Comments
|
1/8
teaspoon
|
0.65
ml
|
|
1/4
teaspoon
|
1.3
ml
|
|
1/2
teaspoon
|
2.5
ml
|
|
1
teaspoon
|
5
ml
|
|
3
teaspoons = 1 tablespoon
|
0.0148
≈ 15 ml
|
|
16
tablespoons = 1 cup
|
0.2365
|
|
4
cups = 1 quart =
|
0.9460
liter
|
|
1
Frozen food cube =
|
2.83
g
|
Ocean
Nutrition Formula Prime Reef has 70 cubes in the 7oz.
package, therefore each cube is 0.1 ounce; 1 ounce =
28.35 g.
|
1
Silverside = 1 to 5 ml
|
2.5
ml
|
Used
the average size (estimated from foods I use).
|
Algae
|
0.25
g/square inch
|
Algae
were valued as “Nori” equivalents.
|
Sporadic
use
|
0.1
normal value
|
|
Phytoplankton
|
0.05
times Tahitian blend
|
Live
or dead phytoplankton is significantly more dilute than
the cryopaste out of the tube which was what was analyzed
in The Food and Additive Study; so I estimated a dilution
factor of 20 times.
|
Every feeding regime
noted by each hobbyist was different, somewhat inconsistent,
and approximate. To be comparable, I needed to bring them
to the same standard, so I divided my estimate of the amount
of food added in one week by seven to give "Average Daily
Ration." This measure was used in all comparisons, even
though many aquarists did not feed on a daily basis. The data
from these calculations were tabulated and graphically compared
to the concentrations of the trace elements found in natural
sea water (Figures
1a - 1f).
To estimate the effect of the added foods
in the tank, I asked each participant to give their system's
size in gallons, and then to estimate the total volume of
the rockwork and the sand. I assumed that the rock and sand
totally displaced water. This is patently false, there is
pore water in any sediment bed and there is water inside of
the rock. The volume of this "internal" water is
difficult to measure and even harder to estimate. However,
in both of these cases, exchange with the main water volume
of the tank will be slow, and these areas may be considered
to be effectively isolated from immediate changes. In any
case, however, the amount of water in each system was probably
somewhat underestimated, maybe by a factor of as much as twenty
percent. Such a reduction has the effect of increasing the
calculated concentrations (Table 2).
Table
2. Volumes of the systems of the study.
|
|
System Volume
|
Proportional Volume
|
Water
Volume
|
Tank
|
Gallons
|
Liters
|
Rockwork
|
Sand Bed
|
Liters
|
AC
|
200
|
757
|
0.20
|
0.20
|
454
|
AH
|
360
|
1363
|
0.60
|
0.17
|
317
|
CC
|
160
|
606
|
0.20
|
0.20
|
363
|
DC
|
190
|
719
|
0.20
|
0.00
|
575
|
DL
|
225
|
852
|
0.20
|
0.25
|
468
|
EB
|
300
|
1136
|
0.20
|
0.20
|
681
|
GD
|
55
|
208
|
0.40
|
0.20
|
83
|
JD1
|
90
|
341
|
0.40
|
0.20
|
136
|
JD2
|
80
|
303
|
0.20
|
0.20
|
182
|
JP
|
100
|
379
|
0.20
|
0.20
|
227
|
MB
|
36
|
136
|
0.20
|
0.20
|
82
|
MM
|
130
|
492
|
0.20
|
0.16
|
315
|
RC1
|
200
|
757
|
0.60
|
0.13
|
204
|
RC2
|
215
|
814
|
0.60
|
0.05
|
285
|
RS
|
220
|
833
|
0.25
|
0.25
|
416
|
S1
|
45
|
170
|
0.20
|
0.16
|
109
|
S2
|
60
|
227
|
0.05
|
0.16
|
179
|
S3
|
55
|
208
|
0.05
|
0.30
|
135
|
SC
|
220
|
833
|
0.40
|
0.20
|
333
|
SM
|
127
|
481
|
0.40
|
0.20
|
192
|
SN
|
65
|
246
|
0.25
|
0.20
|
135
|
SS
|
95
|
360
|
0.30
|
0.17
|
191
|
WW
|
380
|
1438
|
0.33
|
0.13
|
784
|
Average
|
99.3
|
376.0
|
0.16
|
0.16
|
191
|
The composition
of the material fed was estimated by multiplying the components
of the average daily ration by data from "The Food and
Additive Study" (Shimek, 2001). In some cases, I was
able to use the data directly from that study, as some of
the participants indicated that they used foods that were
examined in that study. In other cases, I averaged the values
for a given component of food. For example, to estimate what
was in a "generic" flake food, I used the average
of the dried prepared foods examined in "The Food and
Additive Study" (Shimek, 2001). For each of the foods,
values for about 30 elemental concentrations were estimated.
These were summed over all the foods. This sum was "The
Average Daily Food Ration (Table 3).
For each aquarium, the proportion that
the average daily food ration contributed to a water volume
equivalent to that system was calculated relative to the same
NSW volume (Pilson, 1998) (Table 3). These data are rather
interesting. The average DAILY food ration contains enough
aluminum, if it were totally dissolved in the tank water,
to raise the aluminum concentration of an average tank from
zero to 1.572 times normal. It contains enough iron to raise
the concentration of iron in an average tank from nothing
to 35.141 times the level found in natural sea water. This
bears repeating: each day, each aquarist, added enough iron
to an average tank to raise the iron concentration to over
35 times the normal sea water concentration. And yet, the
tank water contains no detectable iron (Shimek, 2002a, 2002b).
Table
3. Average Daily Ration in grams, averaged over
all the tanks and the proportion of NSW concentrations
(Pilson, 1998) averaged over all aquaria that this
ration constitutes. Values = Arithmetic mean ± 1 Sample standard
deviation. Values
of 0.000 in the proportion column indicate that
total proportion was measurable, but less than 0.001.
|
A.
Element or Material
|
The Average Daily Ration Contains:
|
Total Daily Additions as a Proportion of
NSW Concentrations
|
Aluminum
|
0.000095
± 0.000074
|
1.572 ± 1.347
|
Antimony
|
0.000002
± 0.000002
|
0.075 ± 0.079
|
Arsenic
|
0.000006
± 0.000008
|
0.018 ± 0.025
|
Barium
|
0.000003
± 0.000003
|
0.001 ± 0.001
|
Beryllium
|
0.000000
± 0.000000
|
5.219 ± 6.080
|
Boron
|
0.000021
± 0.000043
|
0.000 ± 0.000
|
Cadmium
|
0.000001
± 0.000001
|
0.037 ± 0.044
|
Calcium
|
0.007601
± 0.009062
|
0.000 ± 0.000
|
Chromium
|
0.000002
± 0.000002
|
0.049 ± 0.048
|
Cobalt
|
0.000001
± 0.000001
|
3.245 ± 3.212
|
Copper
|
0.000031
± 0.000045
|
0.547 ± 0.761
|
Iodine
|
0.002881
± 0.002880
|
0.265 ± 0.247
|
Iron
|
0.000439
± 0.000631
|
35.141 ± 47.969
|
Lead
|
0.000002
± 0.000002
|
5.552 ± 5.936
|
Lithium
|
0.000001
± 0.000001
|
0.000 ± 0.000
|
Magnesium
|
0.001877
± 0.001502
|
0.000 ± 0.000
|
Manganese
|
0.000070
± 0.000087
|
11.260 ± 11.823
|
Mercury
|
0.000002
± 0.000002
|
26.966 ± 28.881
|
Molybdenum
|
0.000004
± 0.000013
|
0.002 ± 0.004
|
Nickel
|
0.000002
± 0.000001
|
0.015 ± 0.014
|
Phosphorus
|
0.008599
± 0.008582
|
0.564 ± 0.526
|
Potassium
|
0.009453
± 0.010747
|
0.000 ± 0.000
|
Silicon
|
0.000339
± 0.000277
|
0.001 ± 0.001
|
Silver
|
0.000002
± 0.000002
|
4.042 ± 4.277
|
Sodium
|
0.008058
± 0.007243
|
0.000 ± 0.000
|
Strontium
|
0.000060
± 0.000055
|
0.000 ± 0.000
|
Sulfur
|
0.007515
± 0.006823
|
0.000 ± 0.000
|
Thallium
|
0.000002
± 0.000002
|
0.936 ± 0.978
|
Tin
|
0.000004
± 0.000004
|
40.244 ± 38.782
|
Titanium
|
0.000003
± 0.000006
|
1.387 ± 2.059
|
Vanadium
|
0.000001
± 0.000001
|
0.004 ± 0.004
|
Yttrium
|
0.000000
± 0.000000
|
0.071 ± 0.104
|
Zinc
|
0.000208
± 0.000326
|
2.07 5 ± 2.343
|
B.
Conventional Nutrients (values in grams; except
for calories).
|
Moisture
|
11.64
± 12.13
|
|
Ash
|
0.31
± 0.32
|
|
Protein
|
1.72
± 1.84
|
|
Carbohydrates
|
1.36
± 1.75
|
|
Total
Fats
|
0.36
± 0.34
|
|
Calories
|
15.75
± 15.61
|
|
Total
|
3.75 ± 3.77
|
|
Tank-by-Tank Comparisons of the Input from Feeding
No tank is average, of course, and it is
useful to examine the input from feeding on a tank-by-tank
basis. In these graphs, the average daily feeding ration calculated
specifically for each tank is given, along with the tested
values for that particular tank's water. Please note that
I used the average daily feeding ration in these graphs, while
many of the aquarists did not feed daily. That simply means
I took their periodic feeding ration and averaged it evenly
over each day. As these graphs are specific for each tank,
and each tank's daily feeding ration, the graphs represent
some of the variability seen in reef tanks, at least as expressed
in this study (Figures
1a -1f). The graphs in these figures have a pair of colored
bars for each element listed on the horizontal axis. The height
of each bar indicates the concentration of the elements as
a proportion of its normal NSW concentration. In each of these
figures, the yellow bars indicate the average daily additions
of trace elements listed on the "x" or horizontal
axis, while the pink bars indicate the tank water concentration
for that element as determined in this study. Note that the
values along the "y" or vertical axis are logarithmic
and are fractions or proportions of the NSW value. The horizontal
line labeled "1" in the middle of each graph represents
the NSW value, any yellow or pink bars near that line indicate
values close to those found in natural sea water. Each line
indicates values 100 times greater than those indicated by
the line beneath it.
Click here
to view the figures.
As I indicated
in last month's article (Shimek, 2002b), several of the elements
examined in the tank waters were below the detection limits
for the tests. These elements are clearly recognizable in
the graphs by the lack of a pink vertical bar paired with
a yellow vertical bar. Interestingly enough, all of them are
sufficiently concentrated in the food to be apparent in the
feeding rations. In some cases they appear to be quite concentrated
in the average ration. These are elements such as beryllium,
iron, lead, manganese, mercury, and silver. Unfortunately,
some of these materials, such as mercury, lead, and silver
are quite poisonous. The values vary from tank to tank, of
course, but it is interesting to note that the values for
iron, lead, manganese and mercury all are in the range of
one. Put another way, each average feeding puts enough of
each of these elements into the system, if they were completely
dissolved, to bring their concentrations from zero up to around
NSW levels.
Last month, I showed the data indicating
that some of the materials in the tanks were at very high
levels, and some of the reason appears to be evident in the
composition of the various average feeding rations. Cobalt,
copper, iodine, phosphorus, titanium, tin, thallium and zinc
are concentrated in the foods, and are entering the tanks
in relatively high concentrations. These concentrations are
sufficiently high that if these materials were all converted
to soluble form, the water volume of the tank would receive
enough of them to be raised from zero to around NSW levels,
EACH DAY, EVERY DAY.
From these data it comes as absolutely
no surprise that the concentrations of tin, thallium, titanium
zinc, cobalt and copper are high in the water from these tanks.
The tanks are getting significant daily transfusions of these
metals. Perhaps, what is surprising is that the concentrations
of many of the other elements are not equally high.
Foods or "Conventional Nutrients"
In addition to
trace elements, the daily food ration added another substance...
Food. The analysis of the foods, or conventional nutrients,
indicates just how little mass is being added to the tank
on a daily basis. The total weight of the food was 15.39 ±
15.90 grams, or roughly a half of an ounce of food, however,
11.64 ± 12.13 grams of this was moisture, leaving only
3.75 ± 3.77 grams, or about 0.13 ounce of actual solid
food. Ash comprised 0.31 ± 0.32 grams, and many of
the trace elements were found in that constituent. Only 1.72
± 1.84 grams of protein, 1.36 ± 1.75 grams of
carbohydrates, and 0.36 ± 0.34 grams of fat constituted
the rest. The food provided a total of 15.75 ± 15.61
Calories of nutrient energy. In this study, an average tank
contained an estimated volume of about 191 liters, so if the
food was totally dissolved and dispersed throughout it, the
average tank daily ration would be an overall tank volume
of about 20 ppm of food.
And the average aquarist often thinks they
are overfeeding their animals!
Starving them would be a better description.
Production of some foods within the tank, takes place, primarily
carbohydrates in corals and algae, however, the protein-rich
foods necessary for tissue growth are largely generated from
to food additions; see Hamner, et al.(1988) for a discussion
of how much food is actually available to corals and coral
reef animals.
The Projected Effect of Water Changes
To estimate the effects of water changes,
I used the data provided by the participants to calculate
an average period between water changes, and an average volume
of water removed. From this, it is easy to calculate the amount
of any dissolved material removed. If the replacement water
is made from the same artificial mix, and presuming that the
mix hasn't changed, in such calculations, one only needs to
worry about the increases caused by feeding, as additions
and deletions of the artificial salt water cancel themselves
out. Additionally, of course, there would be changes in biologically
utilized materials such as calcium, which are added by the
hobbyist. But ignoring these for the moment, such calculations
can provide an estimate of the "tank load" of the
other materials (Table 4).
Table 4. Estimated
effects of feeding and water changes on the tank concentrations
of the more abundant trace materials. All materials
with an average tank concentration of less than 0.01
of NSW removed. The average period between water changes
was 2.96 weeks. Values for Instant Ocean come from
this study and are given for comparative purposes.
|
|
|
|
Concentrations
After The Water Changes As a Proportion of NSW Concentrations
|
Element
|
Accumu-
lation Between Water Changes
|
Number
of:
|
Water
Changes
|
Years
|
0.06
|
0.57
|
1.14
|
2.27
|
4.55
|
Weeks
|
2.96
|
29.57
|
59.13
|
118.26
|
236.52
|
Changes
|
1
|
10
|
20
|
None
|
40
|
None
|
80
|
None
|
Instant Ocean
|
|
|
|
|
|
|
|
|
Aluminum
|
32.53
|
407.41
|
26.25
|
120.09
|
134.15
|
650.68
|
135.99
|
1301.35
|
136.01
|
2602.70
|
Antimony
|
1.54
|
136.95
|
1.26
|
5.97
|
6.75
|
30.87
|
6.87
|
61.75
|
6.87
|
123.50
|
Arsenic
|
0.38
|
0.00
|
0.31
|
1.38
|
1.54
|
7.62
|
1.56
|
15.24
|
1.56
|
30.48
|
Beryllium
|
108.01
|
0.00
|
86.80
|
392.30
|
436.35
|
2160.19
|
441.85
|
4320.38
|
441.92
|
8640.76
|
Cadmium
|
0.76
|
0.00
|
0.61
|
2.78
|
3.09
|
15.29
|
3.13
|
30.57
|
3.13
|
61.15
|
Chromium
|
1.01
|
0.00
|
0.81
|
3.67
|
4.08
|
20.19
|
4.13
|
40.38
|
4.13
|
80.77
|
Cobalt
|
67.16
|
28862.48
|
54.00
|
244.51
|
272.15
|
1343.18
|
275.62
|
2686.36
|
275.67
|
5372.72
|
Copper
|
11.32
|
70.87
|
9.11
|
41.42
|
46.16
|
226.36
|
46.77
|
452.72
|
46.78
|
905.44
|
Iodine
|
5.49
|
5.32
|
4.68
|
25.32
|
30.47
|
109.71
|
31.73
|
219.41
|
31.78
|
438.82
|
Iron
|
727.26
|
0.00
|
584.42
|
2641.44
|
2938.07
|
14545.15
|
2975.12
|
29090.31
|
2975.60
|
58180.62
|
Lead
|
114.91
|
0.00
|
92.34
|
417.37
|
464.24
|
2298.23
|
470.09
|
4596.47
|
470.16
|
9192.93
|
Manganese
|
233.04
|
0.00
|
187.27
|
846.43
|
941.48
|
4630.87
|
953.35
|
9321.73
|
953.50
|
18643.46
|
Mercury
|
558.08
|
0.00
|
448.47
|
2026.97
|
2254.59
|
11161.55
|
2283.03
|
22323.09
|
2283.39
|
44646.18
|
Nickel
|
0.30
|
42.59
|
0.26
|
1.53
|
1.90
|
6.09
|
2.02
|
12.17
|
2.02
|
24.35
|
Phosphorus
|
11.63
|
0.70
|
9.42
|
43.24
|
48.36
|
233.29
|
49.04
|
463.58
|
49.05
|
933.17
|
Silver
|
83.65
|
0.00
|
67.22
|
303.83
|
337.95
|
1673.05
|
342.21
|
3346.10
|
342.27
|
6392.20
|
Thallium
|
19.37
|
0.00
|
15.57
|
70.36
|
78.26
|
387.42
|
79.24
|
774.84
|
79.26
|
1549.67
|
Tin
|
832.87
|
181128.90
|
669.38
|
3026.52
|
3366.84
|
16657.43
|
3409.40
|
33314.86
|
3409.95
|
66629.72
|
Titanium
|
28.70
|
939.46
|
23.07
|
104.39
|
116.16
|
573.98
|
117.64
|
1147.95
|
117.66
|
2295.91
|
Yttrium
|
1.48
|
0.00
|
1.19
|
5.37
|
5.97
|
29.56
|
6.05
|
59.12
|
6.05
|
118.23
|
Zinc
|
42.95
|
535.17
|
34.72
|
159.67
|
178.72
|
858.96
|
181.27
|
1717.92
|
181.31
|
3435.83
|
One might assume that significant amount
of these trace elements would be removed with each water change.
If one did assume that, one would initially be dead wrong,
the changes do not seem significant. Using the values for
the frequency of water changes and the average amount changed
each time, it is apparent that the initial water changes barely
slow the rate of increases. However, as the water gets more
and more concentrated, the relative amount removed by each
change increases. By the time 20 water changes have been
done, the concentrations tend stabilize albeit at values far
in excess of NSW. In Table 4 the values for Instant Ocean
should be added to each of the other columns to give the total
concentrations. The columns as given indicate the accumulations
due to feeding alone. The numbers in the columns of Table
4 are proportional values, or values times natural sea water.
Some of these values are so large as to
be absurd. Consider the last two columns which would represent
a tank that is 4.55 years old. Enough iron, for example,
would have been added over that period to boost the system’s
water iron concentration, presuming it had all dissolved,
to a level approximately 2,975 times NSW, if water changes
had been occurring, or 58,181 times NSW, if water changes
had not been occurring. Many of these levels are probably
above the saturated concentrations for the elements in question.
And Then There is Calcium...
Calcium is a special
case amongst all of the elements examined, as it is the only
one that hobbyists generally take a consistent and vigorous
approach to managing. I thought it would be worthwhile to
examine some of the factors that go into maintaining calcium
concentrations. Natural sea water has calcium concentrations
ranging around 400 to 410 ppm. Most hobbyists specifically
try to maintain calcium at least at those levels, if not higher,
to boost coral growth and calcification. At calcium concentration
levels of about 525 ppm, Swart (1981) found that the rate
of coral calcification reaches its maximum, and any additional
calcium concentration is immaterial. More recent studies indicate
the saturation of calcium may occur at concentrations around
360 ppm (Tabutte, et al., 1996). Consequently, it would seem
that most aquarists would attempt to keep their systems within
the 360ppm to 525ppm range.
The major tool that aquarists have
for ascertaining the calcium concentrations of the water in
their systems is a calcium concentration test kit, and there
are several of these on the market. To test the validity of
using these test kits, I asked the participants in the survey
to indicate if they used a test kit for calcium and, if so,
what was the tested value for the calcium concentration in
the water sample. I also asked the participants which test
kit they used. These tested values were compared to the actual
values (Table 5).
Table
5. Differences between the values determined
by ICP and test kits for Calcium concentrations in ppm.
|
ICP
Value
|
Test
Kit Value
|
Difference
between the ICP value and the test kit value.
|
Test
Kit Used
|
440
|
608
|
-168
|
LAMOTTE
|
380
|
500
|
-120
|
SALIFERT
|
350
|
460
|
-110
|
SALIFERT
|
320
|
412
|
-92
|
LAMOTTE
|
490
|
540
|
-50
|
SALIFERT
|
440
|
450
|
-10
|
SEACHEM
|
320
|
325
|
-5
|
SEACHEM
|
430
|
415
|
15
|
SALIFERT
|
400
|
380
|
20
|
SALIFERT
|
350
|
325
|
25
|
SEACHEM
|
460
|
430
|
30
|
SALIFERT
|
320
|
285
|
35
|
FASTEST
|
440
|
390
|
50
|
SALIFERT
|
Amongst the users of test kits the average
calcium concentration was 395.4 ppm, so the overall average
was pretty good. Unfortunately, if these aquarists had to
depend on the test kit values as being anything other than
approximations they would be out-of-luck. The average difference
between the test kit value and the actual value was 56.2 ppm.
It would appear that the combination of aquarist and test
kit gives the correct value ± about 56ppm. Aquarists
using test kits should aim to keep their tanks calcium levels
in the middle of the normal calcium range, and if they use
the kits at all, they should use them to assure themselves
that the readings were neither extremely low nor extremely
high, and not worry about the actual value of the reading
as it relates to NSW.
The calcium concentration of natural sea
water varies a bit within the oceans, but around coral reefs
a value near 400-410 ppm is probably a fair estimate of the
concentration. I tabulated the differences between the aquarium
calcium concentrations for those who tested their calcium
levels and those who indicated they did not. I tested these
two groups to determine if the average system calcium levels
were statistically significantly different from one another
(Table 6).
Table
6. Deviations in the calcium concentrations
from 400ppm for the systems in the study and the significance
of those differences between those participants who
did and did not test for calcium.
|
A. Differences from 400 ppm.
|
|
Used
Test Kits
|
Did
Not Use Test Kits
|
|
-90
|
40
|
|
-10
|
-110
|
|
-90
|
-60
|
|
130
|
-100
|
|
-60
|
-30
|
|
-20
|
40
|
|
30
|
150
|
|
-90
|
110
|
|
30
|
90
|
|
-60
|
-50
|
|
50
|
-200
|
|
-30
|
|
|
20
|
|
B. Results of a two sample t-Test assuming unequal variance of the difference
between the average of deviations from the NSW calcium
concentrations between those participants using and
not using the test kits.
|
|
Used
Test Kits
|
Did
Not Use Test Kits
|
Mean
(average) difference
|
-14.62
|
-10.91
|
Variance
|
4310.3
|
11369.1
|
Observations
|
13
|
11
|
Pooled
Variance
|
7518.8175
|
|
Degrees
of freedom
|
16
|
|
T
= (test statistic)
|
-0.100
|
|
P(T<=t)
two-tail
|
0.921
|
|
t
Critical two-tail
|
2.12
|
|
|
|
|
|
This test examines the averages of the
two groups and calculates the probability that the two averages
could be randomly drawn from a larger group. Note that this
means it is immaterial whether or not I chose 400 ppm or 410
ppm, just so long as the comparison was the same for both
groups. The probability that these two samples could be taken
from the same group is 92.1 percent. In other words, there
was no significant difference in the calcium concentrations
in the systems of aquarists who tested for calcium and those
who did not. Using a test kit did not allow the aquarists
who used it in this study to have tanks with a calcium concentration
that was any closer to NSW than did those aquarists who never
tested for calcium.
What is Going On?
First and most
importantly, aquarists must keep in mind that while groups
of these elements are acting similarly, each is being metabolized
or processed in its own unique fashion. One simply cannot
speak of "trace element usages" in a meaningful
manner. The element in question must be specified. Second,
it is obvious that the whole story is not yet told. While
we now have information about what is in the foods, and the
system water, there are no comparable data about what is in
the substrates, animals or exports. All of this notwithstanding,
there is enough information to put together at least some
partially reasonable explanations about the dynamics of these
systems, and there is enough information to pose testable
hypotheses about what is happening in our systems.
Although aquarists tend to think that all
the food they feed their aquaria passes immediately or relatively
soon into the water, this is definitely not the case. Some
of it may effectively never become soluble, and instead will
remain bound into the tissues of some organisms, or physically
or chemically bound into some aspect of the substrate. Pathways
leading to low tank water concentrations are seen to be active
with regard to two important groups of trace elements; those
which are required nutrients, and those which may become acutely
toxic. For most of the trace elements in the food, the most
likely way that they can become soluble is through the action
of organisms. When food is added to a tank, only the liquid
components are immediately soluble; the remainder becomes
available to the water column only through the action of organisms.
Some essential, or presumably essential,
nutrients such as iron and manganese are being added in amounts
that are very high compared to what is found in natural sea
water and tank water. The average daily food ration contains
these materials in sufficient quantity that, with regular
feeding, the water concentrations should really be off the
chart. Nonetheless, they are not. Organisms are likely taking
up these materials as soon as they become soluble, and they
will effectively remain bound into organisms indefinitely.
Some very nasty and toxic materials such
as cadmium and mercury are likely being bound by organisms
into protein complexes called metallothineins. Many invertebrates
bind toxic materials such as heavy metals into these and structural
proteins (scleroproteins), and in doing so, they render the
toxic material insoluble, and safe (for some examples of this
see: Cherian, et al, 1994; Dallinger, 1994; Cosson,
& Vivier, 1997). Purely inorganic processes may also work
to cause the precipitation of many of these elements. Although
these are all natural processes, they are potentially troublesome.
Scleroproteins, metallothineins and inorganic precipitates
may accumulate in a system, and there is the possibility that
they may become toxic at some future time. Another possibility
is that these toxic materials are being exported in some manner,
either directly by exiting the tank in some filtrate, or by
being bound into or onto some organism that leaves the tank.
At present, we have no way of distinguishing between these
pathways, or estimating their importance. Presently, I am
conducting an analysis of tank exports which may help in elucidating
the relative importance of these exports in maintaining low
abundances of toxic trace metals.
Finally, a few trace elements, materials
like titanium and tin appear to very soluble and present in
concentrations far above those in NSW. The extent to which
these elements may cause problems is simply unknown, but when
a metal such as tin reaches concentrations 200,000 times normal,
it must be considered to be a potential hazard.
Aquarists have used water changes for decades
as a means of reducing the build up of toxic materials, but
as we can see from Table 4, water changes only slightly slow
the accumulation of many of these trace elements. Initially,
much of the mass of these potentially toxic materials enters
the system as components in the artificial sea water mixes.
As time passes, however, the contribution from foods becomes
quite significant, particularly after a couple of years.
Do we have any hope of knowing what is going on
in our systems with regard to these elements?
The short answer to the question above
is, "No, not with any precision." The long answer
is, "Yes, we probably will be able to get a reasonable
handle on the processes involved, and that will allow us to
modify our tank husbandry accordingly." This study and
the preceding food and additive study provide ways to assess
what is in an average tank, and what is added to it when we
feed (Shimek, 2001; 2002a, 2002b; present article). I will
be doing another study on some of the tank exports. When the
results from all of these data are considered together, it
will become possible to estimate, in some cases quite closely,
I hope, the movement of materials through an aquarium as well
as determining which elements are not moving through the aquarium
and building are up in it.
A couple of things are pretty certain,
however; the first is that it is unlikely that we need any
sort of additives to our tanks. With a normal feeding program
the amount of trace elements entering the systems is really
very high. Furthermore, they are entering as food, which is
the most useable pathway. The second is that hobbyists probably
won't be able to test in a cheap and meaningful way for any
of the materials. This study showed that "the hobbyist-calcium
test kit combination" is not one that leads reliably
to any meaningful answer. Unless either better tests or better
hobbyists are developed, it is unlikely that inexpensive test
kits will provide any real tracking of any of the trace materials
in our tanks.
|