參數(shù)資料
型號(hào): TSC21020F-20MBP833
英文描述: IC CYCLONE III FPGA 25K 144-EQFP
中文描述: 數(shù)字信號(hào)處理器| 32位|的CMOS | RAD數(shù)據(jù)通信硬| QFL | 256PIN |陶瓷
文件頁數(shù): 26/51頁
文件大?。?/td> 763K
代理商: TSC21020F-20MBP833
26
TSC21020F
4153F
AERO
06/03
Table 7.
Shifter and Shifter Immediate Compute Operations
Shifter
Shifter Immediate
Rn = LSHIFT Rx BY Ry
Rn = Rn OR LSHIFT Rx BY Ry
Rn = ASHIFT Rx BY Ry
Rn = Rn OR ASHIFT Rx BY Ry
Rn = ROT Rx BY RY
Rn = BCLR Rx BY Ry
Rn = BSET Rx BY Ry
Rn = BTGL Rx BY Ry
BTST Rx BY Ry
Rn = FDEP Rx BY Ry
Rn = Rn OR FDEP Rx BY Ry
Rn = FDEP Rx BY Ry (SE)
Rn = Rn OR FDEP Rx BY Ry (SE)
Rn = FEXT Rx BY Ry
Rn = FEXT Rx BY Ry (SE)
Rn = EXP Rx
Rn = EXP Rx (EX)
Rn = LEFTZ Rx
Rn = LEFTO Rx
Rn = LSHIFT Rx BY<data8>
Rn = Rn OR LSHIFT Rx BY<data8>
Rn = ASHIFT Rx BY<data8>
Rn = Rn OR ASHIFT Rx BY<data8>
Rn = ROT Rx BY<data8>
Rn = BCLR Rx BY<data8>
Rn = BSET Rx BY<data8>
Rn = BTGL Rx BY<data8>
BTST Rx BY<data8>
Rn = FDEP Rx BY <bit6>: <len6>
Rn = Rn OR FDEP Rx BY <bit6>: <len6>
Rn = FDEP Rx BY <bit6>: <len6> (SE)
Rn = Rn OR FDEP Rx BY (bit6>: <len6> (SE)
Rn = FEXT Rx BY <bit6>: <len6>
Rn = FEXT Rx BY <bit6>: <len6> (SE)
Note:
Rn, Rx, Ry R15-R0; register file location, fixed-point
<bit6>: <len6> 6-bit immediate bit position and length values (for shifter immediate
operations)
Table 8.
Multifunction Compute Operations
Fixed-Point
Rm = R3-0
(1)
R7-4 (SSFR), Ra = R11-8 + R15-12
Rm = R3-0
(1)
R7-4 (SSFR), Ra = R11-8 - R15-12
Rm = R3-0
(1)
R7-4 (SSFR), Ra = (R11-8 + R15-12)/2
MRF = MRF + R3-0
(1)
R7-4 (SSF), Ra = R11-8 + R15-12
MRF = MRF + R3-0
(1)
R7-4 (SSF), RA = R11-8 - R15-12
MRF = MRF + R3-0
(1)
R7-4 (SSF), Ra = (R11-8 + R15-12)/2
Rm = MRF + R3-0
(1)
R7-4 (SSFR), Ra = R11-8 + R15-12
Rm = MRF + R3-0
(1)
R7-4 (SSFR), Ra = R11-8 - R15-12
Rm = MRF + R3-0
(1)
R7-4 (SSFR), Ra = (R11-8 + R15-12)/2
MRF = MRF - R3-0
(1)
R7-4 (SSF), Ra = R11-8 + R15-12
MRF = MRF - R3-0
(1)
R7-4 (SSF), Ra = R11-8 - R15-12
MRF = MRF - R3-0
(1)
R7-4 (SSF), Ra = R11-8 + R15-12)/2
Rm = MRF - R3-0
(1)
R7-4 (SSFR), Ra = R11-8 + R15-12
Rm = MRF - R3-0
(1)
R7-4 (SSFR), Ra = R11-8 - R15-12
Rm = MRF - R3-0
(1)
R7-4 (SSFR), Ra = (R11-8 + R15-12)/2
Rm = R3-0
(1)
R7-4 (SSFR), Ra = R11-8 + R15-12,
Rs = R11-8 - R15-12
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