|
Introduction
One of the most
vexing concerns of reef aquarists is the problem of water
chemistry. These concerns are founded in the knowledge that
reef aquaria are really very tiny analogues of natural systems,
and because of their small size chemical changes could occur
that could adversely impact their livestock. The composition
of natural sea water (NSW) is taken as the basis for measuring
all changes in the water in aquaria, even though the standard
for such natural seawater has historically been from the North
Sea and not coral reefs. Chemical concentrations of most materials
in seawater are presumed by most aquarists to be "conservative"
and unchangeable, consequently, it is presumed that any changes
away from the NSW concentrations are detrimental. On the gross
scale of the world ocean's such a supposition has some validity,
however in the close environment of the reef significant changes
in many chemical constituents can and do occur. However, the
data detailing with changes in coral reef water chemistry
are sparse, and difficult to relate to the standard reef aquarium.
Most aquarists, probably correctly, feel that they can't go
wrong if they pursue a course of aquarium water chemistry
management based trying to maintain "natural levels."
Implicit in such
a management plan, although seldom directly stated, is the
feeling that organisms somehow "use up," "change,"
or "consume" many of these chemicals, and in doing
so, forever remove the chemicals from that reef aquarium system.
This assumption is not completely false, some chemicals are
"used up" and removed from the system, but most
are not. Organisms are dynamic entities, and while some chemicals
are temporarily sequestered away, such chemicals generally
remain available in the system due to metabolic turnover.
The only real exceptions to this as far as organisms are concerned
are those chemicals, such as calcium, which get incorporated
into an insoluble matrix. Once the chemical is removed from
solution, even if that matrix, such as a coral skeleton or
clam shell, remains in the aquarium, it is beyond the use
of most organisms.
Another more important
variable of these systems is chemical export via some sort
of filtration or organism removal. The various types of filtration
are widely regarded as very efficient, not at all efficient,
or useless, depending on the authority consulted and presumably
the whim of the moment. Unfortunately, there are few hard
data to support any of the suppositions about export, except
that it occurs. I hope to address the question of export methodologies
and their effectiveness in a future research project, but
for the present, we simply dont have a good handle on
what, or how, various chemicals leave our aquaria.
If we just started
with sea water and had to deal with its changes over time,
that would make the determination of what is happening in
our systems relatively easy. Note that I didn't say, "Easy"
but "relatively easy." However, we don't generally
start with real seawater. Relatively few aquarists have access
to natural seawater, and must use dried artificial mixes and
some type of water to make the medium they put into their
aquaria. These mixtures may vary significantly in many regards
from natural water (See Atkinson and Bingman, 1999: AFM-online).
Additionally, and importantly, we continually further alter
the chemical constituents of our systems by adding food, and
various other additives. The food is added based on our observations
and knowledge of the organisms' needs. The other additives
are added based on chemical tests, belief in the advertisements
of the additive producers, barometric pressure, a toss of
the dice, or maybe, just maybe, some rational guesstimate
of depletion rates.
This report is
the first of several, at least three and maybe more, examining
the chemical constituents of marine aquarium water. It is
a follow-up to my "Food and Additive Study" done
about two years ago. In that project, I examined the chemical
constituency of 15 popular foods and additives used by aquarists.
The data from that study are available here: AFM-online.
Using those data, we can reasonably well determine what chemicals
may enter our systems. However, until now, we really didn't
have any really good idea of what exactly is in our systems.
This study is an
attempt to describe the chemical constituents of an "Average
Reef Tank." The goal was to survey as wide a database
as possible in the hope that the results of the study would
be representative of reef tanks, in general. To that end,
I advertised for volunteers willing to pay for the analysis
of their tank water. I had hoped to get at least 15 volunteers,
I got 18, and we were able to analyze the data from 23 different
systems as well as one sample of artificial sea water. The
participants had to answer a somewhat detailed questionnaire
about their systems, and how those systems were maintained.
Those responses and further analyses will constitute the basis
for the forthcoming articles. This article will deal with
the basic results of the water analyses of these systems.

Materials and Methods
I am an invertebrate
zoologist, not an analytical chemist, so I couldn't do the
necessary tests. They were done by a commercial analytical
laboratory in the Seattle region.
The laboratory
was:
AM TEST LABORATORIES,
INC.
14603 NE 87th Street
Redmond, WA 98052.
They used two basic
sources for analytical techniques:
EPA = Methods for
Chemical Analysis of Water and Wastes, 1983 (available from
National Technical Information Service, 5285 Port Royal Road,
Springfield, VA 22161, Stock No. NTIS PB84-128677);
SM = American Public
Health Association. 1992. Standard Methods for the examination
of water and wastewater, 18th ed. American Public Health Association,
Washington, D.C.
The concentrations
were determined by Inductively Coupled Plasma Emission Spectrometry
or ICP Scan, EPA method 200.7.
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The concentrations
of the following metals or ions in the unaltered product
were determined: Aluminum, Antimony, Arsenic, Barium,
Beryllium, Boron, Cadmium, Calcium, Chromium, Cobalt,
Copper, Iodide, Iron, Lead, Lithium, Magnesium, Manganese,
Mercury, Molybdenum, Nickel, Phosphorus, Potassium, Selenium,
Silicon, Silver, Sodium, Strontium, Sulfur, Thallium,
Tin, Titanium, Vanadium, Yttrium, and Zinc. |
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Ammonia Nitrogen,
Total Kjeldahl Nitrogen, Nitrate and Nitrite Nitrogen
were also determined using these methods: EPA 350.1; EPA
351.3; and EPA 353.2, respectively. |
| |
Additionally the
samples were analyzed using the methods indicated to determine
the percentages of Moisture, EPA 160.3; Carbohydrates,
AOAC pg 922; Fat, AOAC 30.049 11th edition, 1970; and
Total Protein, SM 4500-N. The percent of the dissolved
solids present as Ash was also determined using EPA 160.4
and the number of Calories per gram of the sample was
also determined by ASTM D240. |
After verification
of the participants, the laboratory was contacted and they
sent sampling materials to me, these were plastic bottles
labeled for each of three necessary samples from each aquarium.
In total, each sample consisted of three 500 ml samples of
aquarium water, one each for the metals, nitrogen chemistry,
and conventional nutrients. After I received the sampling
bottles, I prepackaged them and distributed them to the participants
along with a questionnaire and instructions. The samples were
returned me and then sent to the analytical laboratory. After
the analysis, the data were returned to me, and electronically
coded for analysis.
There were 24 samples
analyzed: 23 aquarium samples, and one sample, of Instant
Ocean(tm) (IO), prepared with 0 total dissolved solids RO/DI,
mixed to 35 ppt, and stored for two weeks prior to testing
in an FDA food-grade container. For comparative analyses,
the chemical constituents for NSW were obtained from Weast,
1966.
The samples constituted
independent samples without replication. The lack of replication
significantly reduces the options for statistical analyses,
however, it was necessary to obtain as wide a sample as possible.
Given the cost of the sample analysis, analysis of replicates
was simply too expensive. The lack of sample replicates precluded
the use of tests such as analyses of variance (ANOVA), and
other tests on means and variances.
However, basic
descriptive techniques were possible as were many sample-to-sample
comparisons. These analyses were dependent on the numerical
values of the concentrations of the various constituents.
The numerical values ranged from values as small as 0.0001
µg/l to as high as 12000 µg/l. This is a range
variation in abundance of 100,000,000 times. Obviously, in
any comparison those samples with high numerical values of
any chemical could overwhelm the information in those with
smaller amounts of chemicals. Consequently, all tests were
run twice, once using untransformed data, and the second time
with a log normal transformation of the data. A log normal
transformation of the data involves taking the value for the
datum, adding one to it, and taking the natural logarithm
of the sample. Algebraically, this transformation is indicated
by the following terminology: ln(x+1), where x = the sample
datum. Such a log-normal transformation is commonly done in
those analyses where data may very over several orders of
magnitude and it reduces the influence of large values and
increases the influence of smaller values. The transformation
has known properties and quite useful in comparisons involving
widely dissimilar data values. In these samples, this transformation
reduced the influence of relatively highly concentrated materials,
for example Sodium, Sulfur, and Magnesium.
In the initial
analyses, the salinity varied widely. I presumed many of the
constituent abundances were correlated with salinity; for
example, if two batches artificial salt mix was made up, one
a concentration of 30 ppt, and the other to a concentration
36 ppt, there would be differences in all of the materials
found in the two samples. However, none of these differences
would be due to any "in tank" changes or variables.
Consequently I normalized all data by adjusting all the samples
to the same sodium concentration as found in the tabled value
for NSW; this was done by multiplying all concentrations by
a constant consisting of the sodium concentration divided
by the sodium concentration in NSW. Finally, after the initial
analyses were completed, I removed from consideration all
chemicals found in NSW but below detection limits in all of
the samples.
The elements removed
from these analyses were: Beryllium, Cadmium, Chromium, Iron,
Lead, Manganese, Mercury, Selenium, Silver and Yttrium.
Descriptive statistics
were determined on a spreadsheet, Quattro Pro (Corel, 1997).
The relationships between and within the samples were investigated
using a series of analytical programs called the Community
Analyses System, V. 5.0 (Bloom, 1994). Initially, the samples
underwent a process called classification. The index used
to classify the samples was the Percent Similarity (or Bray-Curtis)
Index.
This index compares
the relative proportion of each element in each sample by
subtracting one from the other. The values for all the elements
are summed and subtracted from one. Two samples are considered
to be identical if they have a proportional similarity of
1 and completely dissimilar with a value of 0. During the
process of "classification," each sample was compared
with all other samples and all possible groups of samples.
Finally a representation of which samples are most similar
to each other is determined. The samples then are arranged
in series of groups based on relative similarity. The graphical
representations of such relative similarity lineages resulting
from these analyses are called dendrograms (see Figures 1-4).
Such dendrograms typically show clusters of samples, and hence
the whole process of classification is sometimes called "cluster
analysis." Such an analysis results in an unambiguous,
quantitative and replicable way of showing sample similarity.
Subsequent to the
classification were examined by ordination. Ordination is
a statistical approach and methodology used to suggest interrelationships
between samples. There are a number of different techniques
to do this, I used the process called Principal Coordinate
Analysis as it has fewer inherent biases than many of the
other processes, provided the data are appropriate and the
process is done correctly.
In our natural
three-dimensional world, objects may be described and compared
based on the three principal dimensional axes of length, width,
and height. Ordination results in a similar comparison, but
in an artificial universe with more than three dimensions.
In the case of this study, ordination may be thought of as
a process of creating a mathematically defined universe and
arraying the samples in it based on their relative chemical
concentrations. This universe would not have just the normal
three spatial dimensions. Instead, it would have a number
of dimensions corresponding to the total number of chemicals
or constituents being tested. The data from the samples are
placed in the volume created in this universe and manipulated
to "explain" most of the differences between them
by creating and rotating the dimensional axes to maximize
the differences on the first axis, while minimizing those
differences on all subsequent ones. Ideally, one tries construct
these axes so that most of the information is contained on
the first three axes.
Most people, including
me, have significant trouble visualizing a fourth, fifth,
sixth or seventh dimensional volume (or in the case of this
study, a 30 to 40 dimensional volume). Three dimensions work
just fine, for visualizations, IF we can get there in the
analyses. In diverse data sets such as these, often the sample
variability is so high that one really does need to think
about the samples in five or more dimensions. In these cases,
we are generally out of luck as far as visualizing the samples,
and have to deal with paper data. For these ordination analyses,
the data were classified using Gower's Distance Index, and
the concentrations were zero mean and unit variance transformed.
Subsequent
to Ordination, the centroid of the data in the volume determined
by first three primary axes in ordination space was calculated
and a non-parametric (Mann-Whitney) 95% Confidence Interval
Interval was calculated about that centroid (See Bloom, 1994,
for this procedure and for a good description of classification
and ordination techniques).
To help interpret
the data, particularly the classification and ordination the
sample ranks for each constituent were calculated. The top
three and the bottom three ranks were generally determined.

Results
A summary of the
concentration data is given in Table 1. Although some chemicals,
particularly Calcium and Sodium, are generally found in values
that approximate those of natural seawater, the data are more
notable for the diversity of values than for their consistency.
Many of the rarer trace elements, such as Beryllium and Selenium,
if present, were below detectable levels. Generally, toxic
materials such as Cadmium, Lead and Mercury were also undetectable.
In contrast, the
values for other materials, notably Antimony, Cobalt, and
Titanium were hundreds of times more concentrated in the average
sample than in natural seawater.
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Table
1. Summary of Concentration Data. Results of 23
samples. Concentrations in µg/l ( ppm). The mean value is the arithmetic
average of the values, SSTD = sample standard deviation.
IO = Instant Ocean ™, N = number of samples having
the chemical, NSW = Natural Sea Water, T= trace value,
less than 0.0001µg/l in sea water. In the columns where
the Mean Value is given as a Proportion of NSW and IO,
a value of 1.00 would mean that the chemical in question
was equal to the compared value. For example, Calcium
has a value of 1.00 in the columns for both NSW and
IO, and the Mean Value was, therefore, the same as the
value in both NSW and IO.
|
|
|
Concentration
|
Mean Value as a Proportion of
|
IO
|
|
|
Sea
|
|
Sample
|
|
|
|
A.Chemical
|
Water
|
T
|
Mean
± SSTD
|
Max
|
Min
|
N
|
Range
|
NSW
|
IO
|
|
|
Aluminum
|
1.900
|
|
0.173
± 0.070
|
0.320
|
0.070
|
22
|
0.250
|
0.09
|
1.57
|
0.110
|
|
Antimony
|
0.000
|
t
|
0.018
± 0.007
|
0.030
|
0.010
|
12
|
0.020
|
1833
|
0.92
|
0.020
|
|
Arsenic
|
0.024
|
|
0.0200
|
0.020
|
0.020
|
1
|
0.000
|
0.83
|
|
|
|
Barium
|
0.050
|
|
0.015
± 0.008
|
0.033
|
0.005
|
23
|
0.028
|
0.30
|
0.14
|
0.110
|
|
Beryllium
|
0.000
|
t
|
All
Samples Below Test Detection Limits
|
|
Boron
|
4.600
|
|
3.935
± 1.422
|
9.700
|
2.100
|
23
|
7.600
|
0.86
|
1.16
|
3.400
|
|
Cadmium
|
0.000
|
t
|
All
Samples Below Test Detection Limits
|
|
Calcium
|
400
|
|
400.4
± 85.1
|
560
|
210
|
23
|
350
|
1.00
|
1.00
|
400
|
|
Chromium
|
0.000
|
t
|
All
Samples Below Test Detection Limits
|
|
Cobalt
|
0.0001
|
|
0.037
± 0.031
|
0.0420
|
0.030
|
23
|
0.039
|
643
|
1.90
|
0.034
|
|
Copper
|
0.09
|
|
0.024
± 0.005
|
0.038
|
0.018
|
23
|
0.020
|
0.27
|
1.36
|
0.018
|
|
Iodide
|
0.050
|
|
0.447
± 0.518
|
2.070
|
0.100
|
14
|
1.970
|
8.94
|
1.66
|
0.270
|
|
Iron
|
0.02
|
|
All
Samples Below Test Detection Limits
|
|
Lead
|
0.005
|
|
All
Samples Below Test Detection Limits
|
|
Lithium
|
0.100
|
|
0.666
± 1.462
|
7.100
|
0.015
|
23
|
7.0850
|
6.66
|
2.77
|
0.240
|
|
Magnesium
|
1272
|
|
1326.1
± 138.9
|
1500
|
1000
|
23
|
500
|
1.04
|
0.95
|
1400
|
|
Manganese
|
0.010
|
|
All
Samples Below Test Detection Limits
|
|
Mercury
|
0.0003
|
|
All
Samples Below Test Detection Limits
|
|
Molybdenum
|
0.002
|
|
0.019
± 0.018
|
0.074
|
0.005
|
20
|
0.069
|
9.32
|
3.73
|
0.005
|
|
Nickel
|
0.0005
|
|
0.024
± 0.006
|
0.039
|
0.016
|
23
|
0.023
|
48.00
|
1.20
|
0.020
|
|
Phosphorus
|
0.012
|
|
0.328
± 0.745
|
3.500
|
0.020
|
23
|
3.480
|
27.35
|
6.57
|
0.050
|
|
Potassium
|
380
|
|
405.2
± 61.1
|
600
|
300
|
23
|
300
|
1.07
|
1.10
|
370
|
|
Selenium
|
0.004
|
|
All
Samples Below Test Detection Limits
|
|
Silicon
|
4.000
|
|
1.271
± 1.304
|
2.900
|
0.050
|
21
|
2.850
|
0.32
|
0.85
|
1.500
|
|
Silver
|
0.0003
|
|
All
Samples Below Test Detection Limits
|
|
Sodium
|
10561
|
|
10850
± 1246
|
14000
|
8200
|
23
|
5800
|
1.03
|
1.09
|
10000
|
|
Strontium
|
13
|
|
6.783
± 1.694
|
10.000
|
4.100
|
23
|
5.900
|
0.52
|
0.45
|
15
|
|
Sulfur
|
884
|
|
789.6
± 68.9
|
920
|
650
|
23
|
270
|
0.89
|
1.10
|
720
|
|
Thallium
|
0.0005
|
|
0.015
± 0.005
|
0.020
|
0.010
|
15
|
0.010
|
30.66
|
|
|
|
Tin
|
0.003
|
|
0.095
± 0.009
|
0.110
|
0.076
|
23
|
0.034
|
31.77
|
1.11
|
0.086
|
|
Titanium
|
0.0000
|
t
|
0.007
± 0.001
|
0.009
|
0.005
|
22
|
0.004
|
705
|
0.78
|
0.009
|
|
Vanadium
|
0.0003
|
|
0.023
± 0.047
|
0.037
|
0.030
|
23
|
0.007
|
138
|
2.43
|
0.017
|
|
Yttrium
|
0.0003
|
|
All
Samples Below Test Detection Limits
|
|
Zinc
|
0.014
|
|
0.212
± 0.021
|
0.260
|
0.190
|
23
|
0.070
|
15.12
|
1.01
|
0.210
|
| B.
Nitrogen Compounds and Conventional Nutrients |
|
Ammonia
|
|
|
0.036
± 0.017
|
0.092
|
0.030
|
21
|
0.062
|
|
2.44
|
0.024
|
|
Total
Nitrogen
|
|
|
0.619
± 0.313
|
1.300
|
0.030
|
23
|
1.270
|
|
17.62
|
0.052
|
|
Nitrate+Nitrite
|
|
|
11.19
± 18.39
|
62.00
|
0.012
|
20
|
61.99
|
|
28
|
0.400
|
|
Ash
|
|
|
87.26
± 2.05
|
91.00
|
85.000
|
23
|
6.000
|
|
0.97
|
90.00
|
| |