0,0j,(3.000007152557373+3.000007152557373j)
1,(1+1j),(4.000009536743164+4.000009536743164j)
2,(2+2j),(5.000011920928955+5.000011920928955j)
3,(3+3j),(6.000014305114746+6.000014305114746j)
4,(4+4j),(7.000016689300537+7.000016689300537j)
5,(5+5j),(8.000019073486328+8.000019073486328j)
6,(6+6j),(9.000020980834961+9.000020980834961j)
7,(7+7j),(10.00002384185791+10.00002384185791j)
8,(8+8j),(11.00002670288086+11.00002670288086j)
9,(9+9j),(12.000028610229492+12.000028610229492j)
10,(10+10j),(13.000030517578125+13.000030517578125j)
11,(11+11j),(14.000033378601074+14.000033378601074j)
12,(12+12j),(15.000036239624023+15.000036239624023j)
13,(13+13j),(16.000038146972656+16.000038146972656j)
14,(14+14j),(17.00004005432129+17.00004005432129j)
15,(15+15j),(18.000041961669922+18.000041961669922j)
16,(16+16j),(19.000045776367188+19.000045776367188j)
17,(17+17j),(20.00004768371582+20.00004768371582j)
18,(18+18j),(21.000049591064453+21.000049591064453j)
19,(19+19j),(22.00005340576172+22.00005340576172j)
20,(20+20j),(23.00005531311035+23.00005531311035j)
21,(21+21j),(24.000057220458984+24.000057220458984j)
22,(22+22j),(25.000059127807617+25.000059127807617j)
23,(23+23j),(26.00006103515625+26.00006103515625j)
24,(24+24j),(27.000064849853516+27.000064849853516j)
25,(25+25j),(28.00006675720215+28.00006675720215j)
26,(26+26j),(29.00006866455078+29.00006866455078j)
27,(27+27j),(30.000072479248047+30.000072479248047j)
28,(28+28j),(31.00007438659668+31.00007438659668j)
29,(29+29j),(32.00007629394531+32.00007629394531j)
30,(30+30j),(33.00008010864258+33.00008010864258j)
31,(31+31j),(34.00008010864258+34.00008010864258j)
32,(32+32j),(35.000083923339844+35.000083923339844j)
33,(33+33j),(36.000083923339844+36.000083923339844j)
34,(34+34j),(37.00008773803711+37.00008773803711j)
35,(35+35j),(38.000091552734375+38.000091552734375j)
36,(36+36j),(39.000091552734375+39.000091552734375j)
37,(37+37j),(40.00009536743164+40.00009536743164j)
38,(38+38j),(41.000099182128906+41.000099182128906j)
39,(39+39j),(42.000099182128906+42.000099182128906j)
40,(40+40j),(43.00010299682617+43.00010299682617j)
41,(41+41j),(44.00010681152344+44.00010681152344j)
42,(42+42j),(45.00010681152344+45.00010681152344j)
43,(43+43j),(46.0001106262207+46.0001106262207j)
44,(44+44j),(47.0001106262207+47.0001106262207j)
45,(45+45j),(48.00011444091797+48.00011444091797j)
46,(46+46j),(49.000118255615234+49.000118255615234j)
47,(47+47j),(50.000118255615234+50.000118255615234j)
48,(48+48j),(51.0001220703125+51.0001220703125j)
49,(49+49j),(52.0001220703125+52.0001220703125j)
50,(50+50j),(53.000125885009766+53.000125885009766j)
51,(51+51j),(54.00012969970703+54.00012969970703j)
52,(52+52j),(55.00012969970703+55.00012969970703j)
53,(53+53j),(56.0001335144043+56.0001335144043j)
54,(54+54j),(57.00013732910156+57.00013732910156j)
55,(55+55j),(58.00013732910156+58.00013732910156j)
56,(56+56j),(59.00014114379883+59.00014114379883j)
57,(57+57j),(60.000144958496094+60.000144958496094j)
58,(58+58j),(61.000144958496094+61.000144958496094j)
59,(59+59j),(62.00014877319336+62.00014877319336j)
60,(60+60j),(63.00014877319336+63.00014877319336j)
61,(61+61j),(64.00015258789062+64.00015258789062j)
62,(62+62j),(65.00015258789062+65.00015258789062j)
63,(63+63j),(66.00016021728516+66.00016021728516j)
64,(64+64j),(67.00016021728516+67.00016021728516j)
65,(65+65j),(68.00016021728516+68.00016021728516j)
66,(66+66j),(69.00016784667969+69.00016784667969j)
67,(67+67j),(70.00016784667969+70.00016784667969j)
68,(68+68j),(71.00016784667969+71.00016784667969j)
69,(69+69j),(72.00016784667969+72.00016784667969j)
70,(70+70j),(73.00017547607422+73.00017547607422j)
71,(71+71j),(74.00017547607422+74.00017547607422j)
72,(72+72j),(75.00017547607422+75.00017547607422j)
73,(73+73j),(76.00018310546875+76.00018310546875j)
74,(74+74j),(77.00018310546875+77.00018310546875j)
75,(75+75j),(78.00018310546875+78.00018310546875j)
76,(76+76j),(79.00019073486328+79.00019073486328j)
77,(77+77j),(80.00019073486328+80.00019073486328j)
78,(78+78j),(81.00019073486328+81.00019073486328j)
79,(79+79j),(82.00019836425781+82.00019836425781j)
80,(80+80j),(83.00019836425781+83.00019836425781j)
81,(81+81j),(84.00019836425781+84.00019836425781j)
82,(82+82j),(85.00020599365234+85.00020599365234j)
83,(83+83j),(86.00020599365234+86.00020599365234j)
84,(84+84j),(87.00020599365234+87.00020599365234j)
85,(85+85j),(88.00021362304688+88.00021362304688j)
86,(86+86j),(89.00021362304688+89.00021362304688j)
87,(87+87j),(90.00021362304688+90.00021362304688j)
88,(88+88j),(91.00021362304688+91.00021362304688j)
89,(89+89j),(92.0002212524414+92.0002212524414j)
90,(90+90j),(93.0002212524414+93.0002212524414j)
91,(91+91j),(94.0002212524414+94.0002212524414j)
92,(92+92j),(95.00022888183594+95.00022888183594j)
93,(93+93j),(96.00022888183594+96.00022888183594j)
94,(94+94j),(97.00022888183594+97.00022888183594j)
95,(95+95j),(98.00023651123047+98.00023651123047j)
96,(96+96j),(99.00023651123047+99.00023651123047j)
97,(97+97j),(100.00023651123047+100.00023651123047j)
98,(98+98j),(101.000244140625+101.000244140625j)
99,(99+99j),(102.000244140625+102.000244140625j)
100,(100+100j),(103.000244140625+103.000244140625j)
101,(101+101j),(104.000244140625+104.000244140625j)
102,(102+102j),(105.00025177001953+105.00025177001953j)
103,(103+103j),(106.00025177001953+106.00025177001953j)
104,(104+104j),(107.00025177001953+107.00025177001953j)
105,(105+105j),(108.00025939941406+108.00025939941406j)
106,(106+106j),(109.00025939941406+109.00025939941406j)
107,(107+107j),(110.00025939941406+110.00025939941406j)
108,(108+108j),(111.0002670288086+111.0002670288086j)
109,(109+109j),(112.0002670288086+112.0002670288086j)
110,(110+110j),(113.0002670288086+113.0002670288086j)
111,(111+111j),(114.00027465820312+114.00027465820312j)
112,(112+112j),(115.00027465820312+115.00027465820312j)
113,(113+113j),(116.00027465820312+116.00027465820312j)
114,(114+114j),(117.00028228759766+117.00028228759766j)
115,(115+115j),(118.00028228759766+118.00028228759766j)
116,(116+116j),(119.00028228759766+119.00028228759766j)
117,(117+117j),(120.00028991699219+120.00028991699219j)
118,(118+118j),(121.00028991699219+121.00028991699219j)
119,(119+119j),(122.00028991699219+122.00028991699219j)
120,(120+120j),(123.00028991699219+123.00028991699219j)
121,(121+121j),(124.00029754638672+124.00029754638672j)
122,(122+122j),(125.00029754638672+125.00029754638672j)
123,(123+123j),(126.00029754638672+126.00029754638672j)
124,(124+124j),(127.00030517578125+127.00030517578125j)
125,(125+125j),(128.00030517578125+128.00030517578125j)
126,(126+126j),(129.00030517578125+129.00030517578125j)
127,(127+127j),(130.00030517578125+130.00030517578125j)
128,(128+128j),(131.00030517578125+131.00030517578125j)
129,(129+129j),(132.0003204345703+132.0003204345703j)
130,(130+130j),(133.0003204345703+133.0003204345703j)
131,(131+131j),(134.0003204345703+134.0003204345703j)
132,(132+132j),(135.0003204345703+135.0003204345703j)
133,(133+133j),(136.0003204345703+136.0003204345703j)
134,(134+134j),(137.0003204345703+137.0003204345703j)
135,(135+135j),(138.00033569335938+138.00033569335938j)
136,(136+136j),(139.00033569335938+139.00033569335938j)
137,(137+137j),(140.00033569335938+140.00033569335938j)
138,(138+138j),(141.00033569335938+141.00033569335938j)
139,(139+139j),(142.00033569335938+142.00033569335938j)
140,(140+140j),(143.00033569335938+143.00033569335938j)
141,(141+141j),(144.00033569335938+144.00033569335938j)
142,(142+142j),(145.00035095214844+145.00035095214844j)
143,(143+143j),(146.00035095214844+146.00035095214844j)
144,(144+144j),(147.00035095214844+147.00035095214844j)
145,(145+145j),(148.00035095214844+148.00035095214844j)
146,(146+146j),(149.00035095214844+149.00035095214844j)
147,(147+147j),(150.00035095214844+150.00035095214844j)
148,(148+148j),(151.0003662109375+151.0003662109375j)
149,(149+149j),(152.0003662109375+152.0003662109375j)
150,(150+150j),(153.0003662109375+153.0003662109375j)
151,(151+151j),(154.0003662109375+154.0003662109375j)
152,(152+152j),(155.0003662109375+155.0003662109375j)
153,(153+153j),(156.0003662109375+156.0003662109375j)
154,(154+154j),(157.00038146972656+157.00038146972656j)
155,(155+155j),(158.00038146972656+158.00038146972656j)
156,(156+156j),(159.00038146972656+159.00038146972656j)
157,(157+157j),(160.00038146972656+160.00038146972656j)
158,(158+158j),(161.00038146972656+161.00038146972656j)
159,(159+159j),(162.00038146972656+162.00038146972656j)
160,(160+160j),(163.00038146972656+163.00038146972656j)
161,(161+161j),(164.00039672851562+164.00039672851562j)
162,(162+162j),(165.00039672851562+165.00039672851562j)
163,(163+163j),(166.00039672851562+166.00039672851562j)
164,(164+164j),(167.00039672851562+167.00039672851562j)
165,(165+165j),(168.00039672851562+168.00039672851562j)
166,(166+166j),(169.00039672851562+169.00039672851562j)
167,(167+167j),(170.0004119873047+170.0004119873047j)
168,(168+168j),(171.0004119873047+171.0004119873047j)
169,(169+169j),(172.0004119873047+172.0004119873047j)
170,(170+170j),(173.0004119873047+173.0004119873047j)
171,(171+171j),(174.0004119873047+174.0004119873047j)
172,(172+172j),(175.0004119873047+175.0004119873047j)
173,(173+173j),(176.00042724609375+176.00042724609375j)
174,(174+174j),(177.00042724609375+177.00042724609375j)
175,(175+175j),(178.00042724609375+178.00042724609375j)
176,(176+176j),(179.00042724609375+179.00042724609375j)
177,(177+177j),(180.00042724609375+180.00042724609375j)
178,(178+178j),(181.00042724609375+181.00042724609375j)
179,(179+179j),(182.00042724609375+182.00042724609375j)
180,(180+180j),(183.0004425048828+183.0004425048828j)
181,(181+181j),(184.0004425048828+184.0004425048828j)
182,(182+182j),(185.0004425048828+185.0004425048828j)
183,(183+183j),(186.0004425048828+186.0004425048828j)
184,(184+184j),(187.0004425048828+187.0004425048828j)
185,(185+185j),(188.0004425048828+188.0004425048828j)
186,(186+186j),(189.00045776367188+189.00045776367188j)
187,(187+187j),(190.00045776367188+190.00045776367188j)
188,(188+188j),(191.00045776367188+191.00045776367188j)
189,(189+189j),(192.00045776367188+192.00045776367188j)
190,(190+190j),(193.00045776367188+193.00045776367188j)
191,(191+191j),(194.00045776367188+194.00045776367188j)
192,(192+192j),0j
193,(193+193j),0j
194,(194+194j),0j
195,(195+195j),0j
196,(196+196j),0j
197,(197+197j),0j
198,(198+198j),0j
199,(199+199j),0j
200,0j,0j
201,0j,0j
202,0j,0j
203,0j,0j
204,0j,0j
205,0j,0j
206,0j,0j
207,0j,0j
208,0j,0j
209,0j,0j
210,0j,0j
211,0j,0j
212,0j,0j
213,0j,0j
214,0j,0j
215,0j,0j
216,0j,0j
217,0j,0j
218,0j,0j
219,0j,0j
220,0j,0j
221,0j,0j
Hi,guys!
I am testing the "channel model" module, and I have created the following flow diagram:
As shown in the flow diagram, I set up a signal source to input the "channel model" as (0,1,2,3,...,198,199), a total of two hundred numbers, but I check the "channel model" However, the output becomes a bunch of other numbers (3.00001+3.0000052i,...), a total of 192, which is 8 less than the input.（Please refer to attachment） I have some problems here:
First: The noise voltage, time offset, frequency offset, and multipath of my channel model do not exist (everything is the default). In theory, there is no noise at all, so why are the input and output signals different?
Second: Why is the number of inputs and outputs different? Does the "channel model" itself perform certain operations on the input?
Can someone explain it to me? thanks.
thirdly:How can I avoid this situation? Because I have to receive all these input signals to perform subsequent operations, and cannot discard any data（or delay）, I checked the previous mailing lists and found similar problems, but I did not find a good solution,maybe i should set taps?
Sincerely
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