Syntax:

• CNORM_PM0 Rd3 BS Rs0 Rs1 Rs2
• CNORM_PM1 Rd3 BS Rs0 Rs1 Rs2
• CNORM_PM2 Rd3 BS Rs0 Rs1 Rs2
• CNORM_PM3 Rd3 BS Rs0 Rs1 Rs2
• CNORM_PM4 Rd3 BS Rs0 Rs1 Rs2
• CNORM_PM5 Rd3 BS Rs0 Rs1 Rs2
• CNORM_PM6 Rd3 BS Rs0 Rs1 Rs2
• CNORM_PM7 Rd3 BS Rs0 Rs1 Rs2

Description:

CNORM_PM0 normal operation multiplies the contents of Rs0 and Rs1 and subtracts the contents of Rs2 from the multiplication result, then moves the result to Rd3 according to BS (bank select). Low bank of register contains the Real part of complex number and High bank contains the Imaginary part. In short, it performs "(a*b-c)", where "a,b,c" are contents of registers Rs0, Rs1 and Rs2 correspondingly. Sign of final result is "+".

Other CNORM_PMX operations are similar. Except they perform complex conjugation on one or several complex numbers contained in registers. The "~" sign shows elements on which conjugation is performed.

Operations :

• CNORM_PM0 : a*b-c
• CNORM_PM1 : a*b-c~
• CNORM_PM2 : a*b~-c
• CNORM_PM3 : a*b~-c~
• CNORM_PM4 : a~*b-c
• CNORM_PM5 : a~*b-c~
• CNORM_PM6 : a~*b~-c
• CNORM_PM7 : a~*b~-c~

Instructions are stack conditioned.

Microcode patterns for other CNORM_PMX complex normal operations (see below) are differ only in MPC field, where the values are:

• for CNORM_PM0 : CN10
• for CNORM_PM1 : CN11
• for CNORM_PM2 : CN12
• for CNORM_PM3 : CN13
• for CNORM_PM4 : CN14
• for CNORM_PM5 : CN15
• for CNORM_PM6 : CN16
• for CNORM_PM7 : CN17

Microcode Pattern:

Takes 11 cycles to execute.
    Example: CNORM_PM0 0xA3 3 0xA0 0xA1 0xA2

	  
	 MPC  BS3 C3 P3 P2 P1 P0
	------------------------
	CN10  0   0  00 00 A1 A0
	 -    0   0  00 00 00 00
	 -    0   0  00 A2 00 00
	 -    0   0  00 00 00 00
	 -    0   0  00 00 00 00
	 -    0   0  00 00 00 00
	 -    0   0  00 00 00 00
	 -    0   0  00 00 00 00
	 -    0   0  00 00 00 00
	 -    0   0  00 00 00 00
	 -    3   0  A3 00 00 00

	  

Exceptions :

Configuration Register: 0x30 (CrFiluExc)

Exception No.	Mask	R/W Access	Name
[0]	00000000 00000001	RW	ALU Bad Operand (Low Bank)
[1]	00000000 00000002	RW	ALU Bad Operand (High Bank)
[2]	00000000 00000004	RW	ALU Denormalized Input (Low Bank)
[3]	00000000 00000008	RW	ALU Denormalized Input (High Bank)
[4]	00000000 00000010	RW	ALU Denormalized Output (Low Bank)
[5]	00000000 00000020	RW	ALU Denormalized Output (High Bank)
[6]	00000000 00000040	RW	ALU Overflow (Low Bank)
[7]	00000000 00000080	RW	ALU Overflow (High Bank)

Example :

Not available at the moment.