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EFFECTIVENESS OF
PROCEDURES
More study will be done to refine the reservoir inflow
simulation. At the present time it appears that errors will not exceed 5% in cumulative
volume and 6 hours in timing. Discharge procedures in the very early stages will need to
be based upon rainfall alone. Later in the flood event, these procedures can be modified
as the record of inflow proceeds and as stream flow data in tributaries becomes
significant. Additional corrections can be made on the backside of the storm due to the
consistency of the run off pattern.
Perfect hindsight reveals that the reservoir has the ability to lower
major floods by an additional 1.5 feet. At this stage in our study, it appears likely that
better inflow simulation and discharge procedures will yield at least one dependable foot
of less flooding. This could be done at the present time under discharge conditions that
are restrained by flooding of low lying structures in Metropolitan Jackson. This
improvement would be significant. For example: Most homes and businesses that flooded in
1983 received less than 1 foot of water. Using these procedures at the present time would
prevent flooding in up to 500 of the 750 homes and businesses that flooded in Jackson in
1983.
After construction of the flood control lakes, unconstrained prerelease
of the reservoir should result in a reduction of at least 1.2 feet in flooding downstream
of Jackson. When combined with the 0.4 foot increase caused by capacity loss due to the
lakes, the net result should be approximately 0.8 feet less flooding downstream.
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USEFUL
FACTS
The law which enables creation of the Ross
Barnett reservoir (the Pearl River Water supply District Act 5956-51) intended that it be
used for flood control, recreation and water supply.
The reservoir (if maintain strictly for flood control would have 15 bcf of holding
capacity (almost one-third the total volume of the 1983 flood).
During the 1983 flood, 44 billion feet of runoff accumulated in the reservoir watershed
(66 bcf in 1979).
The reservoir's design lends itself well to flood control. Its maximum capacity cannot be
used because, being empty, would disallow its use for water supply and recreation.
Following the procedures recommended in this plan will enable the reservoir to function
for flood control with up to 67% of its empty capacity.
During the 1979 flood, 6 bcf (approximately 10% of the total flood volume) was available
in the reservoir for downstream flood reduction. By holding 6 bcf during the period of
peak inflow, downstream flooding was reduced 1 foot from what it would have been if the
reservoir had not existed.
The reservoir presently maintains a level of 296.0 feet during winter. This provides
5.5 bcf of capacity for use in reducing future floods. (This represents one-third of its empty
capacity.)
Prerelease of the reservoir to 292.0 feet (during and immediately after an extreme rain
event) would provide an additional 4.6 bcf of holding capacity. This would give the
reservoir a total of 10.1 bcf of capacity for use in reducing future flood crests. (This
represents 67% of its empty capacity).
The graphs (facing page) may be used to determine the additional benefits to downstream
flow rates that may be derived from present capacity and prerelease capacity in the
reservoir.
Perfect use of the reservoir's present and prerelease holding capacity (10.1 bcf) would
deduce future downstream flooding by an additional 1.5 feet in major flood events.
Following the procedures recommended in this plan would require the reservoir to be
lowered to a level of 295.0 feet for a period of three days every two
years.
Following the recommended procedures, the reservoir would be expected to be lowered to an
extreme level (below 295.0 feet and as low as 292.0 feet) once every 15 years. During this
15 year event, recreational users of the reservoir would be imposed upon to loosen
moorings and move boats.
Following these procedures will result in the reservoir level being high enough for
recreational use 2000 days for every one day that the level will be too low as a result of
its flood control mandate.

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GETTING
THE RESERVOIR AND DOWNSTREAM COMMUNITIES INVOLVED
During the entire 35 year history of the
reservoir, its officials have been taking criticism from all manner of people whose only
contribution has been to criticize reservoir management of the flood gates without giving
any constructive help. The latest conspiracy theory (read in the Clarion Ledger) has been
that reservoir officials have been keeping the reservoir at record low levels for their
own purposes, while telling the public that they do not have sufficient rainfall. Actually
the reservoir is performing a very valuable function for downstream communities by using
its storage capacity to maintain necessary downstream flow. Up until this time, these
officials have had every right to place us in the same category as any other detractor who
may wish to supply only criticism without assuming any responsibility.
We must prove to the communities both above
and below us that we can provide a simple, accurate and effective way for the reservoir to
reduce downstream flooding and bank sloughing while, at the same time, operate reasonably
within the parameters defined by the Corps of Engineers for reservoir operation in their
1999 study (see Addendum Section page 78). Deviations from the Corps plan are as follows:
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DEVIATIONS
FROM CURRENT RESERVOIR DISCHARGE PARAMETERS
The discharge plan is in compliance
with the U. S. Army Corps of Engineers September 1999 list of parameters (see Addendum
page 78) for control of reservoir operations with the following exceptions:
| Parameter: |
|
| 4. |
Winter stage
prerelease lower limit = 295.0 feet (292.0 feet for extreme events). |
| 9. |
Maximum daily
drop in reservoir due to evacuation = 0.50 feet
Explanation:
Eight days would be required to prerelease from winter pool elevation of 296.0 feet to
elevation 292.0 feet. Pearl River floods last only 8 days. The flood would be
over before prerelease is accomplished. |
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DISCHARGE CORRECTIONS
In order to perfect a discharge plan,
we have found it necessary to first correct the reservoir discharge records. During minor
floods discharge has been over reported (as much as 10%) and during major floods discharge
has been under reported (as much as 12%) (see Addendum Section pages 79 - 88 (These
changes match approximately with USGS readings at Highway 80.) Correction is necessary
because all data essential to predict flooding is derived from discharge data.
For example: Reservoir inflow is calculated by
adding the rise in the reservoir to the amount of water discharged. Errors in discharge
may account for the reason that the Corps has been unable to effectively predict reservoir
inflow from rainfall data. Persons familiar with the old data need to remember that the
values have been changed in this study. For example, maximum discharge during the 1979
flood has been changed from 124,000 cfs to 137,000 cfs (see graph page 15).
Once these corrections were made, inflow
volumes calculated from rainfall became predictable enough to allow for greatly improved
downstream flood control through prerelease of the reservoir. Analysis also revealed that,
because the reservoir watershed is uniquely simple, (a single bowl with short, steep
tributaries that converge in the reservoir: see map page 14) errors in volume and timing
of reservoir inflow are smaller than expected. Additionally, simulated use of storage
capacity revealed that volume and timing of reservoir inflow errors are not as critical to
effective flood reduction as previously believed.
Also, the complicated functions that control
the volume and timing of reservoir inflow actually combine to produce simple, consistent
results. For example: the three flood studies presented here are very different. The total
volumes existing in the watershed vary from 66 bcf in 1979, 44 bcf in 1983 and 27 bcf in
1980 (see Calculated Inflow Graph). The rain event lasted only one day in 1979 but was
spread out over 2-1/2 days in 1983. Peak inflow in 1979 was 179,000 cfs; it was 126,000
cfs in 1983 and 52,000 in 1980. And yet, in all three storms, all but eight bcf passed
into the reservoir in very close to the same period of time (8-1/2 days). The remaining
eight billion cubic feet ran out of the watershed in a remarkably consistent ten days (see
graphs " see pages 19, 21, and 23).
This tells us that the timing of major floods
in the Barnett Reservoir will not be difficult to simulate. Also the volumes of major
floods are not so difficult to derive from rainfall. For example: in 1979, 90% of the rain
ran into the reservoir. This is because the rain was so large that only 10% soaked in the
ground or evaporated. Predicting runoff volumes in a major storm such as this creates less
probability of error because you have only 10% of the rainfall with which to make error
(see pages 19, 21, and 23). Predicting the minor floods, particularly those which overlap
each other such as in 1980 is another matter. These floods tend to spread out and merge
with other floods, the volume lost to absorption can vary from 20% to 40% (see page 23).
Since we only have two good major floods to
practice upon, the 30 minor floods which have been recorded of the last 35 years will
provide the test with which we can know the degree of accuracy we have obtained to apply
to Jackson’s next major flood event (see page 23 ). In the future we hope to have
enough ability to run the program through all of the minor floods with a degree of
accuracy which relates to accuracy attainable in major floods, such as the 1979 simulation
(see page 15).
Early simulations of the 1983 flood did not
take enough into account that this flood occurred late in the year (May and June) when
more rain is lost to absorption and evaporation (see 1983 Chart page 52). Rather than
correct this simulation we based our discharge upon this erroneous simulation to determine
what it would cost us. The results show that, even with a 5% volumetric error, prerelease
and capacity management (that is built into the procedure) produced a reduction from
1983’s peak discharge of 85,000 cfs (corrected) to 71,000 (see page 52). (A savings
of 14,000 cfs). With perfect simulation based on hindsight, this savings would have been
19,000 (see pages 34 and 35). So with an 5% error in volume 74% of the benefits were still
there.
This plan also offers a bank sloughing
procedure (see Addendum Section pages 90 - 94 at the back of this report).
Much work will be required in order to perfect
the inflow calculations and discharge procedures that we are showing you at this time. The
present work is a "work in progress" which reveals errors at which time you can
perfect the model. The work is accurate enough to see the light at the end of the tunnel
and the quicker that errors are called to our attention the quicker we will correct them.
The discharge graphs in this study have been constructed
using the conditions stated in the following two sections.
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DEFINITION OF CONDITIONS FOR DISCHARGE STUDY
Prerelease will be studied under two opposing conditions:
- Prerelease Constrained: by flooding of low lying
streets and structures (present condition).
- Prerelease Unconstrained: by downstream flooding
concerns (after the lakes have been constructed.)
Flood reduction procedures will be studied
under three qualities by inflow projection.
- Perfect inflow (using hindsight of past floods).
- Simulated inflow (using the inflow projection model
with its best, to date, projections).
- Simulated Error (using maximum errors in timing and
volume to determine what effect this will have on end results).
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Prerelease Procedure (Constrained)
Based Upon Runoff Remaining in the Watershed
| 1/2",
3.5 BCF: |
Discharge at a rate
of 16,000 cfs more than inflow. Do not discharge above 50,000 cfs. Hold level at
296.0’ |
| 2", 14 BCF: |
Discharge at a rate
of 16,000 cfs more than inflow. Do not discharge above 50,000 cfs. Hold level at
295.5’. This will occur 3 times per year. Reservoir level will be at 295.5’ 10
days per year |
| 3", 21 BCF: |
Do not discharge
above 50,000 cfs. Hold level at 295.0’. This will occur approximately once every 2
years. Reservoir level will be held at 295.0’ for a period of 3 days every 2 years. |
| 4", 28 BCF: |
Discharge at a rate
of 50,000 cfs. Hold level at 295.0’. Utilize capacity of reservoir to maintain 50,000
cfs maximum . Discharge (should require less than 0.5 feet of rise) should occur 1 time
every 5 years |
| 4+", 30+ BCF: |
Maintain pool level
295.0’ and do not exceed 50,000 cfs discharge until inflow simulation shows that
reservoir pool will exceed 299.5’ (8.0 bcf capacity). (It would be helpful if the
reservoir could be taken below 295.0’ when runoff remaining is in this range but this
would mean lowering to extreme levels as often as once every 8 years). |
| 5", 36 BCF: |
Do not take
reservoir below 292.0’, but under most conditions will probably be able to discharge
less than 2’. Do not exceed 50,000 cfs (will happen once every 15 years). |
| 5.7", 40 BCF: |
Will happen once
every 25 years. Reservoir will overfill at 50,000 cfs. Some street flooding will occur
above 50,000 cfs. Use inflow simulation to determine (at intervals as runoff continues to
build and time of capacity use shortens) the minimum rate of discharge. Add 6,000 cfs to
this rate and continue discharge. (This will never exceed steady state elevations for the
lessor rate that follows so long as excess discharge does not exceed 6 hours. Continue
increasing discharge according to inflow simulation, discharge the added 6,000 cfs so long
as minimum discharge is increasing at least 1000 cfs per hour. When simulation indicates
minimum discharge is leveled out, continue 6 hours then drop back 6,000 cfs to calculated
rate. |
(The graph below shows what
would have happened, following the best simulation) using this procedure in 1983.

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Prerelease
Procedure (Unconstrained) Based Upon Runoff Remaining in the Watershed
| 2", 14.2
BCF: |
Maintain 297.0’
winter pool. Discharge at a rate up to 65,000 cfs – bring reservoir level to
296.0’. Will occur 3 times per year. Reservoir level will be a 296.0’ 10 days
per year. |
| 3", 21
BCF: |
Discharge at a rate
up to 65,000 cfs. Bring reservoir to a level of 295.5’. This will occur 1 time per
year. Reservoir will be at this level 4 days per year. |
| 4", 28
BCF: |
Discharge at a rate
up to 65,000 cfs. Bring reservoir level down to 295.0’. Will occur 1 time every 5
years. Will be at 295.0’ 2 days every 4 years. |
| 5", 36
BCF: |
Discharge at 65,000
cfs. Take reservoir down 294.0’. This will happen once every 15 years. |
| 5.7" |
Take reservoir down
at 65,000 cfs rate. Lower limit is 292.0’. This will happen every 25 years. When rain
stops, discontinue letdown of the reservoir and use simulated inflow and capacity to
determine minimum discharge. Under these conditions, it is unlikely that 292.0’ will
be reached more than once every 100 years. |
| 5.7+" |
When simulation
indicates that minimum flow will exceed 65,000 cfs. Determine new minimum flow. Add 10,000
cfs and continue letdown of reservoir. As long as the minimum discharge requirement is
increasing 1,000 cfs/hour, continue adding 10,000. When minimum discharge requirement
levels out, continue 10,000 cfs extra for 10 hours then cut back to required minimum
discharge. |

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