228 lines
359 KiB
Plaintext
228 lines
359 KiB
Plaintext
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ÿÿÿÿÿÿÿÿŒš ÿÿÿÿÿÿÿÿ ` ˆ ¨ Ø TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ ¸ @ HEAP X H È Plan Data Event Conditions Geometry Results Ì� ð 8
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File Type HEC-RAS Geometry @
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File Version HEC-RAS 5.0.5 June 2018s 0
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Units System SI Units @ TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ À
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HEAP X 0 ` Plan Information Plan Parameters ( SNOD 8 X 0 ØW èT W ø @ @ ¼� ä� ’
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@ TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ HEAP X h
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P SNOD ( H
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H p � ( H
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0
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Plan Name temp P
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Plan File ' C:\Users\kthomson\Desktop\temp\temp.p01 0
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Plan ShortID temp 0 Geometry Title temp P Geometry Name ' C:\Users\kthomson\Desktop\temp\temp.g01 P Time Window ( 01Jan2018 00:00:00 to 01Jan2018 01:00:00 8 Computation Time Step 1MIN 0 Output Interval 1MIN "
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TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ HEAP X ° P p � @ 1D Methodology Finite Difference 0 Pardiso Solver False 8 1D Cores 8 HDF Write Warmup False 8 HDF Write Time Slices False 8 HDF Flush Buffer False @ HDF Write Face Node Velocities False 8 HDF Compression @ HDF Chunk Size €? @ HDF Spatial Parts @ HDF Use Max Rows 8 HDF Fixed Rows ( 2D Only True 8 2D Cores 0 2D Coriolis False @ 2D Names flowarea P 2D Theta €? P 2D Theta Warmup €? ` 2D Water Surface Tolerance ¦›D; X 2D Volume Tolerance ¦›D; P 2D Maximum Iterations H 2D Equation Set Dynamic Wave p ) 2D Initial Conditions Ramp Up Time (hrs) ÿÿ h ' 2D Boundary Condition Ramp Up Fraction ÍÌÌ= X 2D Number of Time Slices p 0 2D Eddy Viscosity Transverse Mixing Coefficient ÿÿ X # 2D Boundary Condition Volume Check False ` 2D Latitude for Coriolis ÿÿ 8
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1D2D MaxIter H 1D2D WS Tolerance ¦›D; H 1D2D Flow Tolerance ÍÌÌ= P 1D2D Minimum Flow Tolerance �Âõ< 8 X TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ � HEAP X x Unsteady @ ø TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ ˜$
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×£; 8 Start Date 31Dec2017 2400 8 End Date 01Jan2018 0100 0 Interval Days 0
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Date Type INST-VAL 8 Node Index 0
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2D Flow Area flowarea ` Face Point Indexes A # C X
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Face Indexes n 0 K _ ` Face Fraction -½w? €? €? €? €? 0 Check TW Stage False ÈA èC TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ pE HEAP X ( D SA: flowarea BCLine: outlet 0 deflate ¸F Ne¬[ 0 BC Line WS Multiple èN à SNOD `D TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ �6 8 Start Date 31Dec2017 2400 8 End Date 01Jan2018 0100 0 Interval
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QÅñäD›mªAp2A?L¦‘�4¸ ƒ;0, ‚&E ›A“M‹A“w ι¼7ñÇyüÃ}QýVÌl]ÏŸÏœÞ*ð¢¿/)Ovöž�mRÞ ì ý“o÷Õè«ÑW£¯F_�þ¸c÷Õè«ÑW£¯F_�~¥m÷Õè«ÑW£¯F_Íû7ì¾Cóþ4ïOóþ4ïOó¾eôy_š÷¥y_ñu±^&{×»ŸûµÎ¦,{·UÉÿÊ{ÙMËþHr±üwÓ²‡þû+÷ånZö×óXh»iÙÃiP5vúLIY
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xc````b`b P xc````b x[ä}Sgá6ǸesÕ2Ö%:^Y½íÁ& ¿¢@¸ÂÈÿ;Ëçë ÇoüK;ù›ºr^ï–q¼ãª ”ä/BÓ W%‹x[ä}S‡u»Œcܲ¹l©ë ùgÑøSw Ê«îBå¿EãoÝ�*5ÿX ªùp>Ô|8 j>œ5 ·šçCÍo‹@5 ·šçC͇ó¡æÃùPóá|¨ùnA¨æÃùPóá|¨ùp>Ô|8 j>œ TóÙ`|XøÃø°ð‡ñaáãàƇ…¯+Ô|XøÂø°ð…ñaá â_Yµeíµ�2ŽwŽgx¥@ù|h|�|¼¿}(~AêAòÈ|�üÃk¢»@ñ“GæƒäSâÞ|…/L ™’öô�¦/’<2 $Ÿ™;3Ñ I Æ¥gPø®ûöV,(_–ÇâÚ
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LÏ?ÿí¹™äóÙvØ›ÓoÇëi >,ýûOïûâç<ë¾¼t8=ƒÓ[S×¹‚·Àô-[–6 õ ð»$)XR/ WĪtOß¶Ö þ¶ë¥'>BòXC‘Fþ7 œ¾æùF¼]1 Ìoûñ6OhžŸ¥à;g ~ùÑús�æµm8Âìä/óõÿJ Ÿïü¡5 ó½yo‹þ†˜NO¶¨°¯�˜æ¿=Ãþ£è¡ÖÚp�þ€Ï“&¯ªïر{#È|¹S V€ê³»#Î{ù¢+z÷ü‡˜N»µþz ÃëšþI �þ¸—™ŸŒ€ö/Ñ ñaþ�ù›~ džuýþ�‹ öƒË×k|æÍû îrïîßÇÙø€îýv/¤ßæ„$+Ë GhEW7 Žd xMͯ3`ð× w‚ Š² ‚²² ,ÊŠ +ÊÊ‚ ‚°¢‚ (Š¢(ÊüÃ6ÃæÇ?âyï>AøÞç½ïóÜû¤”Òä¿L{Ïp–s,°Èùp*²ÀR˜ÿ[ä—¹æý2+úUV¹Æõ0ï׸¡ßäëæÛl°i¾Ã]îqŸl…ùÞ!�ôÇ<á)ϼΠ^òŠ×l‡‘ÞòŽ÷|`‡�|b—Ï|á+{ìsÀ7ùÎ~rÄ1¿øÍ þòÞ÷(·x]Ó‰N”A…ÑPQAADpÁ�EqAaðý_IïIºLÅ?¹©ª¯—;ÓÕ=™L&7¢¹è*ú“O= -D8&ÇnF·[L\ŠnG˃‰ê;ÑÊ`¢ún4ì^" ßjÄã~"Ü8¦Æ Dkÿ‡ÞëÑƨñG/kùɱǃm&Ú›çÖ`öÇŒ=Œ ®ÞŽžF;~Ï¢ÝQãÓˆ_^òi´aÏíÏóÅ`öÆŒ½ Œ®Þ�¢Ãˆ¿WÑëQão¢iă— {aG‰öçy=˜½1cï¢÷/\þ!ú}ŠŽ£“ˆ_Q}ñáÁKŽ�
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ö9Ñ>öãažuöû�7&ÿYož=äØïÁ¾%®Gz¾}�ÜC÷Á½0Ž™#ÿé“ýä˜yúŠ]$ê¡9Æ1cúl¬˜37û9¹yz¥?¸³1&ÿ9;¹qgë<qÿÝW_FÎÉyÉ1s碫ÈïªÏÿ]ø�-§v 5G4ÇúÎRþ{gÅû{,æÚ³j±Îº3wÜúÎÜ?¼³þΊ÷þ»Ì:¼j±úÜ™»Æ§³þ¦Š×Ý®Zì÷©xÅÜ¿z?ÅÜa=ªZ¬žuVw¹3}ôu6Kí¬;ó>ýîÎÜ¿§³¿˜ä×Ãx;öUÑiògu§I6²NÖDœ Ÿuú1YÚé™2·ÓÓ.v'$̀Ćˆo– ‰‘/ÓÏñBÄɆ[Ã|Tû‘Ýrà?}0 /?K‘x;Ò(éÚ±\ܵUú£Ëbóã.niÜ®§'^u92W•ÁAÆÕ_ö—‹Ïûë. ¶êç_.s
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ÅÀâAr?]æ¤\‹Ÿ“ft-=* VÿéÒ]çÜÇâz×´ÂÕjEŠk²Í—ÇlWÁê]8\»_rºîóØèRÝñÏåÎá.ÑÛnº¼/üçR zÒå¾Ô Á3.ñ%¯\b'�v9tý¥Ëu�³.1÷^¹œÐ½é²’ñ§ »™M‹x}ŒA Âüÿ§qÄ4$sÊÁ¨JÒª.Òõ� zŸÂ'Ç ;üyvœ—ÃÇÊIßßÅÈmKÀk• ÿÿÿÿÿÿÿÿ , Name Cell Spacing Near Cell Spacing Far $ Near Repeats ( deflate 0` , òc¬[SNOD `p �} ( 8‰ 8 0” TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ }h
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MultiPoint TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿã ýh . ( . . ? @ 4 4ÿ deflate ಠ. òc¬[ ( Column X,Y ( Row Points TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ ài
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Data Date 27Sep2018 14:58:34 ` Extents ? @ 4 4ÿ ¢KÙ,¡¶ AýšLú¼ Aö¥£C®aA^¦�&h®aA @ Cell Maximum Index H Cell Maximum Size Ý5xE H Cell Minimum Size ¾H±D H Cell Average Size g°E H Terrain Filename .\Terrain\Terrain.hdf H Terrain File Date 27SEP2018 14:56:47 H Cell Volume Tolerance ¦›D; H Face Profile Tolerance ¦›D; P Face Area Elevation Tolerance ¦›D; P Face Area Conveyance Ratio
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×£< @ Manning's n �Âu= @à `â P Property Tables Last Computed 27SEP2018 15:01:29 TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ8 Ij I H ( I ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ ? @ 4 4ÿ øÿ øÿ deflate Ðì I zc¬[ ( Row Cell 8 Column XY SNOD ÷ à @ x h # TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿà �l I
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QÀñƒF$ùHI2!EYLvžÁNÞÃf6j<‚déc|®Iö³Å+ˆ§ðþ§ÎS˜î~ÝۙԬö¨NCj’OUš“KgòèC]JÆDØÆö±ˆlá ôÍ &ØÈ’)/½w�)\ÚùÊ\›3D½ç‚q¼b#Lã Yò0Ÿ¨ó/Ôù7–ñ‹z¯Ãa]Ô9õ¿GØÁÀÎg˜g "ŸÊÖÜ™{ó` Í昿a#Ôçßü….vxíÓ‡’“G…Ñ5˜dÀD6`–œÌ’MÆdóX<:ýÁ¨j â¨êÖôLKšÖ¿g mmmíŸôúüsù±?0õ/“�uVýp�Õ;8Ù³ë¬úþ:«wu×¾úéäÕäÊdïäÁZÛ Zuëo“_'›~õ“uVïðdß®³ê/“Çë¼þ¿“~Ó‘ÉÑIó>_ûÎ ³z¿Oš·Tßœ\_ûÖfo®c“ã“fhßÜ×VÝzcÒ{ê÷¾“Í,íŸMšéääÔ¤û߬}çÍØY½Ó“æ)Õ·WÝÚŒÝõÇä̤ûÚ7ÃU·Ö¯×{ÎN63´¶=i–s“?'ÝûnÒ¾ófë¬Þ_“æ(ÕwWÝÚLÝu~raÒ}í›áΪ[ë×ë='›ZÛ¿Ÿ¼�t_3ü?ù0ù{Ò٦׾Jõ½U·6O÷tß?«n½´êÖíI3”êË“Íýí¿N>NúÎîhŽ“>ß÷½œ|šlO:«÷ߤÏnOêe$?9ÊÈÓµï¼ÿ…Îêõ÷ìoWª{ž=»RÝoê÷”êfÚÌÐÚ¾Y?OzíL¾LöM OzŽ=Ïw“~W36ë¼¾‰gÀ 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0À 0°ÛÀwª Ùx[ä}Sgá6ǸesÕ2Ö%:^Y½íÁ& ¿¢@¸ÂÈÿ;Ëçë ÇoüK;ù›ºr^ï–q¼ãª ”ä/BÓ W%‹ H ( ä ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ € € deflate @ zc¬[ ( Row row H Column Face Index Orientation TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÏ Dm I H ( I
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H |' ¤' Ä) ä¥ ¨ TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ „¬ HEAP X $¨ flowarea @ SNOD ¼¥ ä¥ ¨ ô³ ´ <¶ 4± \± |³ ì© ¬ TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ Ü® HEAP X 0 ,¬ 2D Iterations 2D Iteration Error ( SNOD Ä© ì© ¬ ( = ÿÿÿÿÿÿÿÿ deflate ¬E = Te¬[ 8 # of 2D Iterations Cell # SNOD $° Ì = ÿÿÿÿÿÿÿÿ deflate äO = Te¬[ @ 2D Iteration Error Meters \± |³ TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ ,¼ HEAP X ( œ³ Time Time Date Stamp (ms) 0 ´ <¶ TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ Ä·
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( = ÿÿÿÿÿÿÿÿ deflate X = Te¬[ ¹ 0 SNOD 0 T; º ´¶ ˜
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Variables Number of Iterations 2D Area pointer Cell # X 2D Areas flowarea = ÿÿÿÿÿÿÿÿ deflate |j = Te¬[ @ 2D Iteration Error Meters = ÿÿÿÿÿÿÿÿ ? @ 4 4ÿ deflate Lb = Te¬[ P SNOD » t½ = ÿÿÿÿÿÿÿÿ deflate ¬r < Te¬[ ` DÁ € TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ „Ä HEAP X 0 ìÀ Unsteady Time Series Summary Output ( ¬¾ ÌÀ ` Output Block Name Base Output ¤ P TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ DÝ HEAP X ,Ä 2D Flow Areas Time Time Step Time Date Stamp Time Date Stamp (ms) SNOD ÌÅ ôÅ È ÄÁ ìÁ Ä ôÅ È TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ LË HEAP X ( 4È Cross Sections 2D Flow Areas 0 ´È ÔÊ TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ ¤Í
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( Variables Max WSEL Meters Flow at Max WSEL m3/s Time at Max WSEL Days È ( ÿÿÿÿÿÿÿÿ deflate $j Te¬[
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( Variables Min WSEL Meters Flow at Min WSEL m3/s Time at Min WSEL Days È ( ÿÿÿÿÿÿÿÿ deflate \t Te¬[
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( Variables Max Flow m3/s WSEL at Max Flow Meters Time at Max Flow Days È ( ÿÿÿÿÿÿÿÿ deflate ”~ Te¬[
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( Variables Min Flow m3/s WSEL at Min Flow Meters Time at Min Flow Days ( ÿÿÿÿÿÿÿÿ deflate ̈ Te¬[ D× P ( Maximum Water Surface Minimum Water Surface Maximum Flow Minimum Flow Maximum Channel Velocity Minimum Channel Velocity H
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( Variables Max Velocity m/s Stage at Max Vel Meters Flow at Max Vel m3/s Time at Max Vel Days ( ÿÿÿÿÿÿÿÿ deflate “ Te¬[ H
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( Variables Min Velocity m/s Stage at Min Vel Meters Flow at Min Vel m3/s Time at Min Vel Days TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ äã HEAP X ìÜ flowarea @ SNOD ôÊ ¬Ú ÌÜ „ 0 ô @ ” TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ ù HEAP X Ìà flowarea @ Lá lã TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ <æ HEAP ° p œï ôÑ ì
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€ SNOD $á Lá lã ( = I ÿÿÿÿÿÿÿÿI „ç Ð deflate œ› = I Te¬[ 0 WSEL Meters SNOD X Üì í $ï Tè @ Ìë 0 ¼ê ¬é ,å P Maximum Value of Data Set ð#-B P Minimum Value of Data Set B H ( = I ÿÿÿÿÿÿÿÿI deflate Ô¥ = I Te¬[ 0 Depth Meters P Maximum Value of Data Set âèÇ= = ÿÿÿÿÿÿÿÿ deflate ° = Te¬[ 0
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Time Step Seconds ( = r ÿÿÿÿÿÿÿÿr deflate <¸ = r Te¬[ @ Face Normal Velocity m/s ( = r ÿÿÿÿÿÿÿÿr deflate t = r Te¬[ @ Face Normal Shear Stress N/m^2 í $ï TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ \ñ HEAP X H Dï outlet - Flow outlet - Stage inflow - Flow inflow - Stage Water Surface Depth Time Step Face Velocity Face Shear Stress Boundary Conditions @ ( = ÿÿÿÿÿÿÿÿ deflate ¬Ì = Te¬[ ¤ò ` ( SNOD ( ,ô 8 Lõ Lð ó X Cells 3 6 7 < A H ? ( = ÿÿÿÿÿÿÿÿ deflate äÖ = Te¬[ X Cells 3 6 7 < A H ? ( = ÿÿÿÿÿÿÿÿ deflate á = Te¬[ P Cells E 2 8 = @ ( = ÿÿÿÿÿÿÿÿ deflate Të = Te¬[ P Cells E 2 8 = @ TREE ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ \û HEAP ° Lÿ 0
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Row 1: Time Days SNOD Œã lö Œø (
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( r ÿÿÿÿÿÿÿÿr ¬ø X deflate ¬± r Te¬[ @ Row 0: Velocity m/s Maximum Water Surface Minimum Water Surface Maximum Face Velocity Minimum Face Velocity Maximum Face Shear Stress Cumulative Cell Iter 8 ( r ÿÿÿÿÿÿÿÿr deflate ä» r Te¬[ @ Row 0: Velocity m/s 0
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