How to Make a New GeoDataBase in InfoSWMM or InfoSewer
How to Make a New GeoDataBase in InfoSWMM or InfoSewertwitpic.com/cs6iul
— RDickinson (@RDickinson) May 21, 2013
SWMM5, SWMM6, XPSWMM, InfoSWMM, InfoSewer, OpenSWMM, and ICM — engine internals, error messages, calibration, and hard-won field wisdom from Robert Dickinson.
How to Make a New GeoDataBase in InfoSWMM or InfoSewertwitpic.com/cs6iul
— RDickinson (@RDickinson) May 21, 2013
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The detailed LID Modelingt Report in InfoSWMM and H2OMap SWMM is made for the Show Detailed Output Commandtwitpic.com/crp3sh
— RDickinson (@RDickinson) May 19, 2013
Five Parameters beside the Maximum Time Step that help control simulation length in InfoSWMM and SWMM 5twitpic.com/crhplqFYI, If you like twitter and like to center your embeded tweets add this to the custom twitter code How to center your embedded tweets class="twitter-tweet tw-align-center">
— RDickinson (@RDickinson) May 18, 2013
Four Key Parameters to Control Your Model, Time Step, Iterations, Time Step Lengthening and Hot Start Filetwitpic.com/cpfht1
— RDickinson (@RDickinson) May 9, 2013
Benoit Mandelbrot, the brilliant Polish-French-American mathematician who died in 2010, had a poet’s taste for complexity and strangeness. His genius for noticing deep links among far-flung phenomena led him to create a new branch of geometry, one that has deepened our understanding of both natural forms and patterns of human behavior. The key to it is a simple yet elusive idea, that of self-similarity.
To see what self-similarity means, consider a homely example: the cauliflower. Take a head of this vegetable and observe its form—the way it is composed of florets. Pull off one of those florets. What does it look like? It looks like a little head of cauliflower, with its own subflorets. Now pull off one of those subflorets. What does that look like? A still tinier cauliflower. If you continue this process—and you may soon need a magnifying glass—you’ll find that the smaller and smaller pieces all resemble the head you started with. The cauliflower is thus said to be self-similar. Each of its parts echoes the whole.
Other self-similar phenomena, each with its distinctive form, include clouds, coastlines, bolts of lightning, clusters of galaxies, the network of blood vessels in our bodies, and, quite possibly, the pattern of ups and downs in financial markets. The closer you look at a coastline, the more you find it is jagged, not smooth, and each jagged segment contains smaller, similarly jagged segments that can be described by Mandelbrot’s methods. Because of the essential roughness of self-similar forms, classical mathematics is ill-equipped to deal with them. Its methods, from the Greeks on down to the last century, have been better suited to smooth forms, like circles. (Note that a circle is not self-similar: if you cut it up into smaller and smaller segments, those segments become nearly straight.)
Only in the last few decades has a mathematics of roughness emerged, one that can get a grip on self-similarity and kindred matters like turbulence, noise, clustering, and chaos. And Mandelbrot was the prime mover behind it.
Flooding Options in a SWMM 5 Manholetwitpic.com/cnfwcd
— RDickinson (@RDickinson) May 1, 2013
SWMM5 1000 Year Runoff Flow Duration Curve using SWMM 5 Statistics twitpic.com/ck37uw
— RDickinson (@RDickinson) April 18, 2013
How to calculate the Maximum Unfilled Manhole Depth in InfoSewertwitpic.com/cif0zd
— RDickinson (@RDickinson) April 10, 2013
SWMM 5 Statistics for a 1000 year Simulationtwitpic.com/cifasa
— RDickinson (@RDickinson) April 10, 2013
Mass Balance in SWMM 5twitpic.com/celztg
— RDickinson (@RDickinson) March 26, 2013
How to switch the upstream and downstream nodes in SWMM 5 twitpic.com/choav7
— RDickinson (@RDickinson) April 7, 2013
Live Link between the HGL Plot in InfoSWMM and the DB Tables/ Attribute Browser twitpic.com/cbygp8
— RDickinson (@RDickinson) March 17, 2013
Storage Nodes in InfoSWMM 2Dyoutu.be/Jqk4YPMu3hY via @youtube
— RDickinson (@RDickinson) March 15, 2013
How to define link widths in InfoSWMM and H2OMap SWMMtwitpic.com/c8n3g4
— RDickinson (@RDickinson) March 4, 2013
How to Map Maximum Top Width in InfoSWMMtwitpic.com/c8utbx
— RDickinson (@RDickinson) March 5, 2013
How to Rename a Scenario in InfoSWMMtwitpic.com/c7l5t3
— RDickinson (@RDickinson) February 28, 2013
How to have backwater in a dummy OUTLET in SWMM 5twitpic.com/c7mhau
— RDickinson (@RDickinson) March 1, 2013
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It might be that most of the things we do in life we do for the sake of something else. But there are still some things we do just to do them — for their own sake and not for the sake of anything else. If the former category is work, then the latter category is play. Work is activity directed at an external goal. Play is activity whose goal is internal or intrinsic to it. In its pure form, play has no external purpose or reward. We play just to play. When my sons’ volleys have been sufficiently consistent and accurate, their tennis coach will instigate a game. He yells, ‘Fruit basket!’ and lobs several balls into the air in quick succession. They have to drop their rackets, run and catch the balls before they stop bouncing. This is done amid much cackling and squeals of delight on their part — almost as if the rest of their lesson was work aimed at unleashing this bout of play. I love watching this, because I cannot imagine a purer form of play. There is no external goal or purpose. My sons do it simply because at that precise moment in time — and the squeals of delight are testament to this — there is nothing in the world they would rather be doing.
The hillshaded terrain (the growing hills and mountains) is based on the rainfall data, not on actual physical topography. In other words, hills and mountains are formed by the rainfall distribution itself and grow as the accumulated precipitation grows. High mountains and sharp edges occur where the distribution of precipitation varies substantially across short distances. Wide, broad plains and low hills are formed when the distribution of rainfall is relatively even across the landscape.
| Stopping Tolerance |
Inches
| Millimeters |
0.1000000
|
1.2000000
|
30.4800000
|
0.0500000
|
0.6000000
|
15.2400000
|
0.0100000
|
0.1200000
|
3.0480000
|
0.0050000
|
0.0600000
|
1.5240000
|
0.0001000
|
0.0012000
|
0.0304800
|
0.0005000
|
0.0060000
|
0.1524000
|
0.0000100
|
0.0001200
|
0.0030480
|
0.0000500
|
0.0006000
|
0.0152400
|
0.0000010
|
0.0000120
|
0.0003048
|
0.0000050
|
0.0000600
|
0.0015240
|
0.0000001
|
0.0000012
|
0.0000305
|
| Figure 1 If the node depths between successive iterations are less than the stopping tolerance then the node is considered to be converged. |
The Marina Barrage and Reservoir, which opened in 2008, is at the heart of Singapore's two-billion-dollar campaign to improve drainage infrastructure, reduce the size of flood-prone areas, and enhance the quality of city life. It has nine operable crest gates, a series of enormous pumps, and a ten-thousand-hectare catchment area that is roughly one-seventh the size of the country. The system not only protects low-lying urban neighborhoods from flooding during heavy rains; it also eliminates the tidal influence of the surrounding seawater, creating a rainfed supply of freshwater that currently meets ten percent of Singapore's demand. More over, by stabilizing water levels in the Marina basin the barriers have produced better conditions for water sports. The Marina's public areas, which include a sculpture garden, a water-play space, a green roof with dramatic skyline vistas, and the Sustainable Singapore Gallery, bolster the city's tourist economy as well.
| Pandan Reservoir | Kranji Reservoir |
| Jurong Lake Reservoir | MacRitchie Reservoir |
| Upper Peirce Reservoir | Lower Peirce Reservoir |
| Bedok Reservoir | Upper Seletar Reservoir |
| Lower Seletar Reservoir | Poyan Reservoir |
| Murai Reservoir | Tengeh Reservoir |
| Sarimbun Reservoir | Pulau Tekong Reservoir |
| Marina Reservoir | Serangoon Reservoir |
| Punggol Reservoir |
| Singapore River | Sungei Kallang |
| Rochor River | Sungei Whampoa |
| Geylang River | Sungei Bedok |
| Sungei Ketapang | Sungei Changi |
| Sungei Selarang | Sungei Loyang |
| Sungei Tampines | Sungei Api Api |
| Sungei Blukar | Sungei Serangoon |
| Sungei Punggol | Sungei Tongkang |
| Sungei Pinang | Sungei Seletar |
| Sungei Khatib Bongsu | Sungei Seletar Simpang Kiri |
| Sungei Sembawang | Sungei Mandai |
| Sungei China | Sungei Mandai Kechil |
| Sungei Peng Siang | Sungei Tengah |
| Sungei Kangkar | Sungei Buloh Besar |
| Sungei Jurong | Sungei Lanchar |
| Sungei Pandan | Sungei Ulu Pandan |
Maximum HGL Head Class in Info
You can find the node flood or surcharge maximum occurrence during a simulation in the Junction Summary Report table in InfoSWMM and H2OMAP SWMM (
Empty if the Node Head is below or equal to the Lowest Link Connecting Elevation
Below Link Crown if the Node Head is below or equal to the Highest Link Connecting Crown
Below Maximum Depth if the Node Head is below or equal to the Node Invert + Full Depth. The column Max Surcharge Height above Crown will also tell you how deep the Surcharge in a Node.
Surchaged
Figure 1. Junction Summary Report in InfoSWMM
Figure 2. Maximum Surcharge Height above Crown Definition
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InfoSewer By Discharge Control for a PUMPby dickinsonre |
InfoSewer Inflow Control for a PUMP
You can control the pumps in InfoSewer and H2OMap Sewer by using a Pump Control which will control the pump based on:
1. Volume
2. Level
3. Discharge
4. Inflow
5. Time
If you use a By Inflow control the pump speed of the pump is increased or decreased to make the Upstream Wet Well Level Constant (Figure 1).
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Figure 1. Inflow Control for PUMP in In
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