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The test set offers two basic forms of frequency hopping algorithms: cyclic and pseudo random. When set to the cyclic form, the test set and the mobile station are cycled through a fixed repeated pattern of frequencies. There are a total of 64 different frequency patterns that the test set can generate and use. The hopping sequence the mobile station uses depends on the Hopping Sequence Number (HSN) specified in the test set. An HSN of zero corresponds to the cyclic hopping sequence, and values 1 through 63 correspond to the pseudo random patterns. The ARFCNs used in the hopping sequence pattern are determined by the contents of the test set's Mobile Allocation (MA) Table. The entry of the MA Table at which the hopping sequence begins is called the Mobile Allocation Index Offset (MAIO). Note that an MAIO of zero corresponds to the first entry of the MA Table.
ReplyDeleteFor hopping sequence generation, please refer to 3GPP spec. below:
ReplyDeletehttp://www.3gpp.org/ftp/Specs/archive/05_series/05.02/0502-8b0.zip
Chapter 6.2.3 Hopping sequence generation
To check what has explained regarding the resulted MAI using HSN=4, you may generate simulation using dummy ordered frame number and available inputs. It should be randomized instead of cyclic one.
There are many concept of designing radio networks with frequency hopping in term of hopping scheme selection which is affected to the design of HSN, MAIO, MALL length, etc. Hope your study not stopped at these basic parameters only.
Hopping sequence generation
ReplyDeleteFor a given set of parameters, the index to an absolute radio frequency channel number (ARFCN) within the mobile allocation (MAI from 0 to N‑1, where MAI=0 represents the lowest absolute radio frequency channel number (ARFCN) in the mobile allocation, ARFCN is in the range 0 to 7023 and the frequency value can be determined according to GSM 05.05 sec 2 with n= ARFCN), is obtained with the following algorithm:
if HSN = 0 (cyclic hopping) then:
MAI, integer (0 .. N‑1) : MAI = (FN + MAIO) modulo N
else:
M, integer (0 .. 152) : M = T2 + RNTABLE((HSN xor T1R) + T3)
S, integer (0 .. N‑1) : M' = M modulo (2 ^ NBIN)
T' = T3 modulo (2 ^ NBIN)
if M' < N then:
S = M'
else:
S = (M'+T') modulo N
MAI, integer (0 .. N‑1) : MAI = (S + MAIO) modulo N
NOTE: Due to the procedure used by the mobile for measurement reporting when DTX is used, the use of cyclic hopping where (N)mod 13 = 0 should be avoided.
where:
T1R: time parameter T1, reduced modulo 64 (6 bits)
T3: time parameter, from 0 to 50 (6 bits)
T2: time parameter, from 0 to 25 (5 bits)
NBIN: number of bits required to represent N = INTEGER(log2(N)+1)
^: raised to the power of
xor: bit‑wise exclusive or of 8 bit binary operands
RNTABLE: Table of 114 integer numbers, defined below:
Address Contents
000...009: 48, 98, 63, 1, 36, 95, 78, 102, 94, 73,
010...019: 0, 64, 25, 81, 76, 59, 124, 23, 104, 100,
020...029: 101, 47, 118, 85, 18, 56, 96, 86, 54, 2,
030...039: 80, 34, 127, 13, 6, 89, 57, 103, 12, 74,
040...049: 55, 111, 75, 38, 109, 71, 112, 29, 11, 88,
050...059: 87, 19, 3, 68, 110, 26, 33, 31, 8, 45,
060...069: 82, 58, 40, 107, 32, 5, 106, 92, 62, 67,
070...079: 77, 108, 122, 37, 60, 66, 121, 42, 51, 126,
080...089: 117, 114, 4, 90, 43, 52, 53, 113, 120, 72,
090...099: 16, 49, 7, 79, 119, 61, 22, 84, 9, 97,
100...109: 91, 15, 21, 24, 46, 39, 93, 105, 65, 70,
110...113: 125, 99, 17, 123,
Thats about the one sector....
ReplyDeleteWhat about whole cluster , how do they planned for that??????
I have no idea!
ReplyDeletecan any one tell me "LOOP BACK TEST"in Drive Test?thanks in advance....
ReplyDeleteE-mail: s.kh.e@hotmail.com
hi,
ReplyDeleteI dont think that this HSN planning explanation is right. What will happen if we have HSN = 20 in a MAL with 21 freq? the sequence will repeat the same frequency all the time? It doesnt make sense!!!
Please help
Can anybody please tell me about the Drive Test parameters of 3G GSM ??
ReplyDeleteHi can anybody explain a little bit more about it?
ReplyDeleteIts a nice explanation but lit bit confusing
ReplyDeletewww.telecomfunda.com/forum
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This is a good Freq Hopping HSN and Maio concepts. I wish there is the same detailed explanation if it becomes a cluster of 5 sites??..Now i understand why RF engineers go bald most of the time..:-)
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