問題已開啟
(普通問題)
• lte幀結構的特殊時隙是什么時長多長 2020-03-26
• 小區(qū)上下行時隙配比2:2,上行PRB利用率12%,下行PRB利用率20%,則該小區(qū)的資源利用率為: 2018-04-18
• TD小區(qū)開啟時隙是什么意思? 2017-11-07
• GSM總1個時隙的傳輸速率應該是多少 2017-08-10
• TDLTE上下行時隙配比2:2,3:1是什么意思 2017-07-19
• 每一個無線幀長度為10ms,由20個時隙構成。 求解對不對 2017-06-25
• 單子載波寬度為7.5k何值時每個下行時隙中有幾個ofdm符號 2017-06-17
• 128K*128K時隙的TDM交換網 2017-04-07
• 小區(qū)上下行時隙配比2:2,上行PRB利用率12%,下行PRB利用率20%,則該小區(qū)的資源利用率為: 2018-04-18
• TD小區(qū)開啟時隙是什么意思? 2017-11-07
• GSM總1個時隙的傳輸速率應該是多少 2017-08-10
• TDLTE上下行時隙配比2:2,3:1是什么意思 2017-07-19
• 每一個無線幀長度為10ms,由20個時隙構成。 求解對不對 2017-06-25
• 單子載波寬度為7.5k何值時每個下行時隙中有幾個ofdm符號 2017-06-17
• 128K*128K時隙的TDM交換網 2017-04-07
問題答案
( 6 )
出現(xiàn)這種情況是由于使用數(shù)據(jù)業(yè)務時的用戶行為決定;
大多數(shù)情況下,用戶的下載的下載數(shù)量遠遠高于上傳的數(shù)量;
因此,在時隙配比中僅考慮下行的就OK了...
大多數(shù)情況下,用戶的下載的下載數(shù)量遠遠高于上傳的數(shù)量;
因此,在時隙配比中僅考慮下行的就OK了...
回答者:
litom2004
回答時間:2013-11-12 14:44
![](./images/ding.gif)
![](./images/cai.gif)
S是在下行和上行中間的,也就是說他左邊必定是D右邊是U
回答者:
jiangjun7
回答時間:2013-11-12 15:16
![](./images/ding.gif)
![](./images/cai.gif)
由D到U的時候,必須要有保護的區(qū)間,所有是在D和U之間有S,而由U到D的時候,是由收集到基站,就不用S保護。
回答者:
fernado
回答時間:2013-11-12 16:05
![](./images/ding.gif)
![](./images/cai.gif)
1、首先這個是協(xié)議,是規(guī)定好的;
2、S特殊時隙只能時隙1或者時隙6,不可能換成其他的地方;
Uplink-downlink configurations.
2、S特殊時隙只能時隙1或者時隙6,不可能換成其他的地方;
Uplink-downlink configurations.
Uplink-downlink configuration |
Downlink-to-Uplink Switch-point periodicity |
Subframe number | |||||||||
0 |
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
9 | ||
0 |
5 ms |
D |
S |
U |
U |
U |
D |
S |
U |
U |
U |
1 |
5 ms |
D |
S |
U |
U |
D |
D |
S |
U |
U |
D |
2 |
5 ms |
D |
S |
U |
D |
D |
D |
S |
U |
D |
D |
3 |
10 ms |
D |
S |
U |
U |
U |
D |
D |
D |
D |
D |
4 |
10 ms |
D |
S |
U |
U |
D |
D |
D |
D |
D |
D |
5 |
10 ms |
D |
S |
U |
D |
D |
D |
D |
D |
D |
D |
6 |
5 ms |
D |
S |
U |
U |
U |
D |
S |
U |
U |
D |
回答者:
OscarDon
回答時間:2013-11-12 16:20
![](./images/ding.gif)
![](./images/cai.gif)
樓上沒有講到點子上,特殊時隙一個主要功能是進行上行同步,在下行傳輸時容易出現(xiàn)失步的情況,這時候如果轉為上行的話就必須采取一定的同步措施,特殊時隙此時開始起作用。而上行傳輸過程中是一直保持同步的,所以轉下行的時候就不需要額外加特殊時隙了,希望能幫到樓主
回答者:
elmer0326
回答時間:2013-11-12 23:03
![](./images/ding.gif)
![](./images/cai.gif)
TDD系統(tǒng)配置具體的上下行資源比例:對于5ms周期的幀結構,即兩個半幀時隙比例一致,包括以下4種配置:
(1)配置0: 1DL+DwPTS+3UL;
(2)配置1: 2DL+DwPTS+2UL;
(3)配置2: 3DL+DwPTS+1UL;
(4)配置6: 3DL+2 X DwPTS+5UL;
對于10ms周期的幀結構,即兩個半幀時隙比例不一致,包括以下3種配置:
(1)配置3: 6DL+DwPTS+3UL;
(2)配置4: 7DL+DwPTS+2UL;
(3)配置5: 8DL+DwPTS+1UL;
(4)配置7: 保留; 具體時隙配置如下圖:
![](data:image/png;base64,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)
(2)配置1: 2DL+DwPTS+2UL;
(3)配置2: 3DL+DwPTS+1UL;
(4)配置6: 3DL+2 X DwPTS+5UL;
對于10ms周期的幀結構,即兩個半幀時隙比例不一致,包括以下3種配置:
(1)配置3: 6DL+DwPTS+3UL;
(2)配置4: 7DL+DwPTS+2UL;
(3)配置5: 8DL+DwPTS+1UL;
(4)配置7: 保留; 具體時隙配置如下圖:
回答者:
liveguo
回答時間:2013-11-20 15:08
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