{"text_format":"1","workbook":"xlsx","n_sheets":4,"sheets":["Input_data","Info","Reference","Copyright"],"not_rendered":{"charts":3,"images":8,"macros":1,"external_links":3,"defined_names":73,"comments":0,"pivot_tables":0},"unopened":[],"bounds":{"document_bytes":16777216,"sheet_cells":100000,"rows_first":2000,"rows_last":500,"rows_between":2000,"halvings":0,"cell_chars":16384,"cell_head_chars":4096},"cells_cut":0,"cells_raw":0,"read":"whole","date_system":"1900"}

{"sheet":"Input_data","index":0,"n_rows":170,"n_cols":17,"rows_kept":170,"cut":false,"hidden":false,"merged":[]}
[" "]
[null,"Self and transfer impedances of lossless parallel conductive plates with one capacitor"]
[]
[null,null,"Parallel-plate",null,"Capacitor","C [F]","test",null,"             Simulation"]
[null," ","input data:",null," ",1.0000000000000001E-5,"point",null,"             parameters:"]
[null,"#X_cells","unit [in m]","plane sep ","x1_node","R [ohm]","x2_node","F_min","m_max","Frequency","Fr_mmax"]
[null,10,2.5399999999999999E-2,0.03,6,1E-3,11,1000000,10,9999999.9999999572,{"$f":"2*m_max*300000000/(x_cells_*cell_size_*unit_length*SQRT(eps_rel))","v":10896037890.104942}]
[null,"#Y_cells","cell-size","eps. rel.","y1_node","L [H]","y2_node","F_max","n_max","F_steps","Fr_nmax"]
[null,10,1,4.7,6,1E-10,11,10000000,10,50,{"$f":"2*n_max*300000000/(y_cells_*cell_size_*unit_length*SQRT(eps_rel))","v":10896037890.104942}]
[]
[null,null,null,null,null,null,null,null,null,null,null,null,null,null," "]
[]
[null,null,null,null,null,null,null,null,null," "]
[]
[]
[null,null,null,null,null,null," "]
[null,null,null,null,null,null,null,null,null,null," "]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[null,null,null,"C_plane [F]"]
[null,null,null,{"$f":"0.00000000000885*eps_rel*x_cells_*cell_size_*y_cells_*cell_size_*unit_length/plane_sep","v":3.5217100000000007E-9}]
[null,null,null,"L_plane [H]","Z_plane"]
[null,null,null,{"$f":"4*3.1415*0.0000001*plane_sep*unit_length","v":9.5752919999999985E-10},{"$f":"SQRT(L_plane/C_plane)","v":0.52143384662007664}]
[null,null,null,"R_plane","RED DOT"]
[null,"incr",null,3.0000000000000001E-3,{"$f":"J7","v":9999999.9999999572}]
[null,{"$f":"10^(LOG(F_max_/F_min_)/99)","v":1.0235310218990261},null,null,{"$f":"Z_plane","v":0.52143384662007664}]
[]
["n","Frequency","Zcmag","Zplane-mag"]
[1,{"$f":"F_min_*incr_^(A71-1)","v":1000000},{"$f":"SQRT(R_^2+(2*PI()*B71*L_-1/(2*PI()*B71*Cap_))^2)","v":1.5319848017584509E-2},{"$f":"SQRT(R_plane^2+(2*PI()*B71*L_plane-1/(2*PI()*B71*C_plane))^2)","v":45.186501915578624},{"$f":"Z_plane","v":0.52143384662007664}]
[2,{"$f":"F_min_*incr_^(A72-1)","v":1023531.0218990261},{"$f":"SQRT(R_^2+(2*PI()*B72*L_-1/(2*PI()*B72*Cap_))^2)","v":1.4939997684207814E-2},{"$f":"SQRT(R_plane^2+(2*PI()*B72*L_plane-1/(2*PI()*B72*C_plane))^2)","v":44.147382425439609},{"$f":"Z_plane","v":0.52143384662007664}]
[3,1047615.7527896648,1.4568235908885271E-2,43.132145750850064,0.52143384662007664]
[4,1072267.2220103231,1.4204362073339295E-2,42.140242669887748,0.52143384662007664]
[5,1097498.765493056,1.3848179867663828E-2,41.171136583619173,0.52143384662007664]
[6,1123324.0329780274,1.349949718780998E-2,40.224303225810786,0.52143384662007664]
[7,1149756.9953977359,1.3158126035713308E-2,39.299230379311801,0.52143384662007664]
[8,1176811.9524349982,1.2823882422050089E-2,38.395417598955419,0.52143384662007664]
[9,1204503.5402587822,1.2496586271616452E-2,37.512375940828314,0.52143384662007664]
[10,1232846.7394420661,1.2176061331331875E-2,36.64962769776232,0.52143384662007664]
[11,1261856.8830660204,1.1862135080876888E-2,35.806706140904559,0.52143384662007664,null,1.9576226544150331E-2,1.9573329469130023E-2,1.9620221780232927E-2,1.9787931423376176E-2,2.0295782181359794E-2,2.1491205597976043E-2,2.2344730303356548E-2,2.3696391387901427E-2,2.4986814955271473E-2,2.6014307605003142E-2,2.7108986966617257E-2]
[12,1291549.665014884,1.1554638645984256E-2,34.983155267227055,0.52143384662007664,null,1.9573329469130023E-2,1.9563953468260769E-2,1.9547170229227827E-2,1.9659577184127263E-2,1.9993719125190108E-2,2.0484971354565781E-2,2.214682930825931E-2,2.3750292382779745E-2,2.5201247617001349E-2,2.6089280046493642E-2,2.5679664795032191E-2]
[13,1321941.1484660292,1.1253406714413605E-2,34.178529552838448,0.52143384662007664,null,1.9620221780232039E-2,1.9547170229227827E-2,1.9387589523151279E-2,1.9220024305952908E-2,1.9394143324627484E-2,2.052715001713367E-2,2.1853475883344447E-2,2.3914922776301053E-2,2.5846780574798698E-2,2.7280002409780658E-2,2.8509386074421821E-2]
[14,1353047.7745798072,1.0958277454651623E-2,33.392393711964871,0.52143384662007664,null,1.9787931423376176E-2,1.9659577184127263E-2,1.9220024305951135E-2,1.8560711181442889E-2,1.7918360679357644E-2,1.8187059992752094E-2,2.0926065466442437E-2,2.4294753090733288E-2,2.7165220232444855E-2,2.8911241416054636E-2,2.8785160270829644E-2]
[15,1384886.3713938734,1.066909243739371E-2,32.624322461469454,0.52143384662007664,null,2.0295782181359794E-2,1.999371912518922E-2,1.9394143324627484E-2,1.7918360679357644E-2,1.5479012122552567E-2,1.4136168347790228E-2,1.9302123798970085E-2,2.5252904674944367E-2,2.956307915653222E-2,3.2153127187467746E-2,3.384658638668693E-2]
[16,1417474.162926805,1.0385696559878942E-2,31.873900290782888,0.52143384662007664,null,2.149120559797427E-2,2.0484971354565781E-2,2.0527150017135443E-2,1.8187059992752094E-2,1.4136168347790228E-2,4.8283485002001631E-3,1.9103535087205421E-2,2.7760189382765622E-2,3.3946548992312496E-2,3.6378079181251022E-2,3.7593118281682804E-2]
[17,1450828.7784959399,1.0107937973168281E-2,31.140721237120928,0.52143384662007664,null,2.2344730303356548E-2,2.2146829308258426E-2,2.1853475883344447E-2,2.0926065466441549E-2,1.9302123798969197E-2,1.9103535087205421E-2,2.5764395378462666E-2,3.3524165127308839E-2,3.97382548711755E-2,4.3857570838421435E-2,4.60856918128799E-2]
[18,1484968.2622544654,9.8356680124772212E-3,30.424388665866971,0.52143384662007664,null,2.3696391387898766E-2,2.3750292382777968E-2,2.3914922776297504E-2,2.4294753090733288E-2,2.5252904674942591E-2,2.7760189382764734E-2,3.3524165127308839E-2,4.068537768432675E-2,4.7841028178163388E-2,5.3413359185856081E-2,5.507570356418455E-2]
[19,1519911.0829529339,9.5687411306982044E-3,29.724515056000975,0.52143384662007664,null,2.4986814955270584E-2,2.5201247617003122E-2,2.5846780574801363E-2,2.7165220232446632E-2,2.956307915653222E-2,3.3946548992312496E-2,3.97382548711755E-2,4.7841028178163388E-2,5.7348394421064069E-2,6.6590468480351508E-2,7.1205486266478948E-2]
[20,1555676.1439304717,9.3070148352767963E-3,29.040721790458576,0.52143384662007664,null,2.6014307605003142E-2,2.6089280046493642E-2,2.7280002409781547E-2,2.89112414160573E-2,3.2153127187468634E-2,3.6378079181250134E-2,4.3857570838420547E-2,5.3413359185856969E-2,6.6590468480351508E-2,8.457215988437207E-2,9.8359544091275189E-2]
[21,1592282.7933410925,9.0503496286385571E-3,28.372638951307238,0.52143384662007664,null,2.7108986966614592E-2,2.5679664795031303E-2,2.8509386074421821E-2,2.8785160270830532E-2,3.3846586386691371E-2,3.7593118281681916E-2,4.6085691812879012E-2,5.5075703564186326E-2,7.1205486266478948E-2,9.8359544091275189E-2,0.14299176754258044]
[22,1629750.8346206443,8.7986089524025417E-3,27.719905119628297,0.52143384662007664]
[23,1668100.537200059,8.5516591356628226E-3,27.082167179996823,0.52143384662007664]
[24,1707352.6474706905,8.3093693476736872E-3,26.459080129453572,0.52143384662007664]
[25,1747528.4000076842,8.0716115553376537E-3,25.850306890865497,0.52143384662007664]
[26,1788649.5290574352,7.8382604859717122E-3,25.25551813057411,0.52143384662007664]
[27,1830738.2802953685,7.6091935959175031E-3,24.674392080232757,0.52143384662007664]
[28,1873817.4228603842,7.3842910456698744E-3,24.106614362736657,0.52143384662007664]
[29,1917910.2616724893,7.1634356823285436E-3,23.55187782215145,0.52143384662007664]
[30,1963040.6500402712,6.9465130303350518E-3,23.009882357548197,0.52143384662007664]
[31,2009233.0025650477,6.7334112916478603E-3,22.480334760655015,0.52143384662007664,null,0.1429917675398005,0.10717475737686974,9.4174195703093724E-2,8.7112130534340387E-2,8.3114478111356249E-2,8.2615508679262054E-2,8.3114478111395329E-2,8.7112130534394566E-2,9.4174195702856608E-2,0.1071747573755393,0.14299176754119136]
[32,2056512.3083486515,6.5240213567405014E-3,21.962948557237556,0.52143384662007664,null,0.10717475737686707,8.5687660150580089E-2,7.485802517138912E-2,6.7926511906902562E-2,6.3890693481527525E-2,6.171869537456233E-2,6.3890693481476024E-2,6.7926511906688539E-2,7.4858025170885578E-2,8.5687660149232819E-2,0.10717475737841954]
[33,2104904.1445120214,6.3182368280909436E-3,21.457443852122317,0.52143384662007664,null,9.4174195703091074E-2,7.485802517138912E-2,6.5519746054526498E-2,5.900373128507537E-2,5.4575429495181425E-2,5.3711031801609951E-2,5.457542949518409E-2,5.9003731285078929E-2,6.5519746054418154E-2,7.4858025171021456E-2,9.417419570467106E-2]
[34,2154434.6900318847,6.1159540581782251E-3,20.963547177779269,0.52143384662007664,null,8.7112130534340387E-2,6.7926511906902562E-2,5.9003731285071817E-2,5.1661658611289109E-2,4.5756303143459714E-2,4.2550644875250794E-2,4.5756303143547623E-2,5.166165861142942E-2,5.9003731285308926E-2,6.7926511906827081E-2,8.7112130536197444E-2]
[35,2205130.7399030463,5.9170722044305556E-3,20.480991346381543,0.52143384662007664,null,8.3114478111355361E-2,6.3890693481525748E-2,5.4575429495181425E-2,4.5756303143459714E-2,3.5681917064173369E-2,2.87881749615337E-2,3.5681917064302994E-2,4.5756303143700355E-2,5.4575429495587253E-2,6.3890693481610125E-2,8.3114478113391815E-2]
[36,2257019.719633921,5.7214933040996901E-3,20.009515305262386,0.52143384662007664,null,8.2615508679257613E-2,6.171869537456233E-2,5.3711031801613504E-2,4.2550644875250794E-2,2.87881749615337E-2,4.802033577388014E-3,2.8788174961823072E-2,4.2550644875243696E-2,5.3711031802497089E-2,6.1718695374092546E-2,8.261550868221948E-2]
[37,2310129.7000831608,5.5291223726959037E-3,19.548863995691136,0.52143384662007664,null,8.3114478111397994E-2,6.38906934814778E-2,5.4575429495185866E-2,4.5756303143547623E-2,3.5681917064302994E-2,2.8788174961823072E-2,3.568191706443706E-2,4.5756303143788264E-2,5.4575429495585484E-2,6.3890693481559499E-2,8.3114478113435336E-2]
[38,2364489.4126454084,5.3398675304422499E-3,19.098788214891712,0.52143384662007664,null,8.7112130534391014E-2,6.7926511906686762E-2,5.9003731285072705E-2,5.166165861142942E-2,4.5756303143700355E-2,4.2550644875243696E-2,4.5756303143788264E-2,5.1661658611574166E-2,5.9003731285304492E-2,6.7926511906605952E-2,8.711213053624807E-2]
[39,2420128.2647943827,5.1536401622424999E-3,18.659044481229113,0.52143384662007664,null,9.4174195702854832E-2,7.4858025170885578E-2,6.5519746054418154E-2,5.9003731285307157E-2,5.4575429495581924E-2,5.3711031802497089E-2,5.4575429495585484E-2,5.9003731285304492E-2,6.5519746054305383E-2,7.48580251705179E-2,9.4174195704434818E-2]
[40,2477076.3559917114,4.9703551179646165E-3,18.229394902490927,0.52143384662007664,null,0.10717475737553753,8.5687660149232819E-2,7.4858025171021456E-2,6.7926511906827081E-2,6.3890693481610125E-2,6.1718695374092546E-2,6.3890693481555946E-2,6.7926511906607728E-2,7.48580251705179E-2,8.568766014788555E-2,0.10717475737709088]
[41,2535364.4939701133,4.7899309615015012E-3,17.809607047192564,0.52143384662007664,null,0.14299176754118958,0.10717475737841954,9.417419570467106E-2,8.711213053619922E-2,8.311447811339448E-2,8.261550868221948E-2,8.3114478113432672E-2,8.7112130536250748E-2,9.4174195704434818E-2,0.10717475737709088,0.14299176754258044]
[42,2595024.2113997373,4.612290279189437E-3,17.399453818836712,0.52143384662007664]
[43,2656087.7829466872,4.4373600608843206E-3,16.998713333058795,0.52143384662007664]
[44,2718588.2427329416,4.265072170507412E-3,16.607168797592177,0.52143384662007664]
[45,2782559.4022071264,4.0953639274331289E-3,16.22460839498806,0.52143384662007664]
[46,2848035.8684358033,3.9281788260509673E-3,15.850825168026656,0.52143384662007664]
[47,2915053.0628251783,3.7634674286680112E-3,15.485616907757608,0.52143384662007664]
[48,2983647.2402833402,3.601188477280011E-3,15.128786044109169,0.52143384662007664]
[49,3053855.5088334172,3.4413102835242149E-3,14.780139539006917,0.52143384662007664]
[50,3125715.8496882385,3.2838124745716846E-3,14.439488781944169,0.52143384662007664]
[51,3199267.1377973855,3.128688197524846E-3,14.106649487947594,0.52143384662007664]
[52,3274549.1628777301,2.9759469184029723E-3,13.781441597882914,0.52143384662007664]
[53,3351602.6509388443,2.8256179972318924E-3,13.463689181046625,0.52143384662007664]
[54,3430469.2863149201,2.6777552824342639E-3,13.153220339991185,0.52143384662007664]
[55,3511191.7342151334,2.5324430513414091E-3,12.849867117532016,0.52143384662007664]
[56,3593813.6638046289,2.3898037363671407E-3,12.553465405886232,0.52143384662007664]
[57,3678379.7718286361,2.2500080263321781E-3,12.263854857893669,0.52143384662007664]
[58,3764935.8067924706,2.1132881267964701E-3,11.980878800272484,0.52143384662007664]
[59,3853528.5937105315,1.9799552028716147E-3,11.704384148862099,0.52143384662007664]
[60,3944206.0594376577,1.8504222940428584E-3,11.434221325807892,0.52143384662007664]
[61,4037017.2585965581,1.7252342146985939E-3,11.170244178642692,0.52143384662007664]
[62,4132012.4001153396,1.6051059557107687E-3,10.912309901221334,0.52143384662007664]
[63,4229242.8743895022,1.4909704678131548E-3,10.660278956465483,0.52143384662007664]
[64,4328761.2810830614,1.3840345893888382E-3,10.414015000877011,0.52143384662007664]
[65,4430621.4575838838,1.2858367657395354E-3,10.173384810778986,0.52143384662007664]
[66,{"$f":"F_min_*incr_^(A136-1)","v":4534878.5081285853},{"$f":"SQRT(R_^2+(2*PI()*B136*L_-1/(2*PI()*B136*Cap_))^2)","v":1.198289974748181E-3},{"$f":"SQRT(R_plane^2+(2*PI()*B136*L_plane-1/(2*PI()*B136*C_plane))^2)","v":9.9382582102444275},{"$f":"Z_plane","v":0.52143384662007664}]
[67,4641588.8336127829,1.1236766013880152E-3,9.7085080006738611,0.52143384662007664]
[68,4750810.1621027999,1.064543076693576E-3,9.4840098919835061,0.52143384662007664]
[69,4862601.5800653584,1.0234390035323991E-3,9.2646424353669339,0.52143384662007664]
[70,4977023.5643321155,1.0024917244599997E-3,9.0502869575937961,0.52143384662007664]
[71,5094138.0148163829,1.0029191936364143E-3,8.8408274968100695,0.52143384662007664]
[72,5214008.2879996886,1.0246955661480466E-3,8.6361507398051138,0.52143384662007664]
[73,5336699.2312063137,1.0665587181568972E-3,8.4361459607115812,0.52143384662007664]
[74,5462277.2176843463,1.1263551242381084E-3,8.2407049611050258,0.52143384662007664]
[75,5590810.1825122274,1.201528148815809E-3,8.049722011470827,0.52143384662007664]
[76,5722367.659350222,1.2895380190209567E-3,7.8630937940066943,0.52143384662007664]
[77,5857020.8180566728,1.3881158359618164E-3,7.6807193467299131,0.52143384662007664]
[78,5994842.5031894157,1.4953638239107721E-3,7.5025000088590161,0.52143384662007664]
[79,6135907.2734131785,1.6097576693614268E-3,7.3283393674403365,0.52143384662007664]
[80,6280291.441834257,1.730102505794643E-3,7.1581432051906297,0.52143384662007664]
[81,6428073.1172843277,1.8554750380144628E-3,6.9918194495274761,0.52143384662007664]
[82,6579332.2465756871,1.9851678634086991E-3,6.8292781227599475,0.52143384662007664]
[83,6734150.6577508273,2.1186420578331771E-3,6.6704312934125385,0.52143384662007664]
[84,6892612.1043497026,2.255489135030903E-3,6.5151930286560811,0.52143384662007664]
[85,7054802.31071865,2.3954014529451134E-3,6.3634793478198706,0.52143384662007664]
[86,7220809.0183854708,2.5381495433552215E-3,6.2152081769598935,0.52143384662007664]
[87,7390722.0335257854,2.6835648575211767E-3,6.0702993044585174,0.52143384662007664]
[88,7564633.2755462946,2.8315266487504995E-3,5.9286743376316986,0.52143384662007664]
[89,7742636.8268112792,2.9819519786399278E-3,5.7902566603201633,0.52143384662007664]
[90,7924828.9835391818,3.1347880717277682E-3,5.6549713914416877,0.52143384662007664]
[91,8111308.3078968786,3.2900064358159691E-3,5.5227453444819847,0.52143384662007664]
[92,8302175.6813197527,3.4475983135403201E-3,5.3935069879023336,0.52143384662007664]
[93,8497534.3590864521,3.6075711421824316E-3,5.2671864064425238,0.52143384662007664]
[94,8697490.0261778422,3.7699457813456356E-3,5.1437152632981658,0.52143384662007664]
[95,8902150.8544503953,3.9347543290546806E-3,5.023026763151905,0.52143384662007664]
[96,9111627.5611549001,4.1020383917265285E-3,4.9050556160385703,0.52143384662007664]
[97,9326033.4688322116,4.271847706577004E-3,4.7897380020246647,0.52143384662007664]
[98,9545484.5666183531,4.4442390395441934E-3,4.67701153668314,0.52143384662007664]
[99,9770099.5729922634,4.6192753000406928E-3,4.5668152373447244,0.52143384662007664]
[100,10000000.000000013,4.7970248274754618E-3,4.459089490107587,0.52143384662007664]

{"sheet":"Info","index":1,"n_rows":16,"n_cols":2,"rows_kept":16,"cut":false,"hidden":false,"merged":[]}
[null," File: Caprange_sweep_v05-ExcelWin2016.xlsm      For updates and with comments contact:"]
[]
[]
[]
[]
[null,"Application information and hints:"]
[null,"1., Enter your data in the top grey highlighted area of worksheet.  Select any of the red parameters and enter your data in the units shown.  Be careful with n_max and m_max:  large numbers may result in slow sweep. Small limits, however, may be in conflict with the requested upper frequency range of simulation. The speed of sweep can also be adjusted by lowering the number of sweep steps (Fsteps input field).                                                                                                              "]
[null,"2., Blue numbers are calculated output data. Do not overwrite them unless you understand its consequences in the spreadsheet."]
[null,"3., Graph updates can be called up and run either from the Tools/Macro drop-down Excel menu or by clicking on the \"Sweep frequency\" button."]
[null,"4., Please note that there is only a minimal error checking of your entered input data. "]
[null,"5.,   For explanatory information, see the worksheet \"Reference\". For suggested input data to look at, use the Workgroup Scenario items."]
[null,"6.,  If Automatic Recalculation is selected in the Tools/Options menu, numerical and graphical outputs are automatically updated after each new entry."]
[null,"7.,  On slower computers, deselect Automatic Recalculation, and use Calc. Now (F9)."]
[null,"8.,  This file uses dot (.) as separator between the integer and fractional parts of numbers.   Preferences in your Microsoft Excel installation must be set accordingly. "]
[null,"9.,  The calculation part of the worksheets can be viewed and changed if necessary below the input/output areas.  To navigate among cells, you can switch back on the Row and Column Headers and Scroll bars in the Advanced Options >> Display menu."]
[null,"10., This worksheet has been tested on Windows 10 with 64-bit Excel 2016."]

{"sheet":"Reference","index":2,"n_rows":68,"n_cols":4,"rows_kept":68,"cut":false,"hidden":false,"merged":[]}
[]
[]
[null,null,null,"Perspective view of planes:"]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[null,null,"Top view of planes with location of connection points:"]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[null,null,"Expressions used:"]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[null,null,"Reference:"]
[null,"K. R. Carver, J. W. Mink, \"Microstrip antenna technology,\" IEEE Transactions on Antennas and Propagation, AP-29, 1981, pp. 2-24."]
[]
[null,"Notes: "]
[null,"Plane size and location coordinates are discretized. Coordinate = (node - 1) * cell_size  "]
[null,"With #X_cells and #Y_cells, the nodes are numbered 1 through (#X_cells+1) in the x direction, and 1 through (#Y_cells+1) in the y direction."]
[null,"On the impedance-surface charts, the lower front corner corresponds to x=0, y=0 (x_node=1, y_node=1)."]
[null,"Left axis of surface charts is x direction, right axis is y direction."]
[null,"Example:"]
[null,"   A test point at x=1.5\" y=3\" on a plane of size X=10\" Y=8\" can be simulated with one inch unit, 0.5\" cell size, so that you enter "]
[null,"   unit=0.0254, cell_size= 0.5, #X_cells=20, #Y_cells=16,  x1_node=4, y1_node=7"]
[]
[]
[null,"The Fr_mmax and Fr_nmax fields show the frequencies of highest modal resonance peaks included in the double modal summation. "]
[null,"The F_max upper limit of frequency sweep should be less than min{Fr_mmax, Fr_nmax}"]
[null,"Large m_max and n_max limits result in long run times.  Use the lowest summation limits that still cover the required frequency range."]
[]
[null,"The upper right-hand chart shows the impedance magnitude of the capacitor (blue trace), approximate impedance magnitude of the plane "]
[null,"(green trace), and the equivalent characteristic impedance of the planes as a red trace (sqrt(L_plane/C_plane) with a large red dot as "]
[null,"the progress indicator.  "]
[null,"The plane impedance is approximated from the static plane capacitance, L_plane=mu_o*plane_sep average plane inductance, and an "]
[null,"assumed 3 milliohms plane resistance. This approximation uses a simple C-R-L model, no cavity resonances are shown."]

{"sheet":"Copyright","index":3,"n_rows":2,"n_cols":2,"rows_kept":2,"cut":false,"hidden":false,"merged":[]}
[]
[null,"This toolset is copyright, Istvan Novak, 2004 - 2019. All rights reserved. You are hereby granted a limited right to run, copy, and reproduce the toolset for your personal, non-commercial purposes only. By using the file(s), you acknowledge not to run, show or disseminate in any way the toolset in full or in part at public or commercial presentations without the express written consent of the author."]