]> git.ipfire.org Git - thirdparty/gcc.git/blob - libgcc/config/microblaze/muldi3_hard.asm
Move libgcc1 to toplevel libgcc
[thirdparty/gcc.git] / libgcc / config / microblaze / muldi3_hard.asm
1 ###################################-
2 #
3 # Copyright 2009, 2010 Free Software Foundation, Inc.
4 #
5 # Contributed by Michael Eager <eager@eagercon.com>.
6 #
7 # This file is free software; you can redistribute it and/or modify it
8 # under the terms of the GNU General Public License as published by the
9 # Free Software Foundation; either version 3, or (at your option) any
10 # later version.
11 #
12 # GCC is distributed in the hope that it will be useful, but WITHOUT
13 # ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
14 # or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public
15 # License for more details.
16 #
17 # Under Section 7 of GPL version 3, you are granted additional
18 # permissions described in the GCC Runtime Library Exception, version
19 # 3.1, as published by the Free Software Foundation.
20 #
21 # You should have received a copy of the GNU General Public License and
22 # a copy of the GCC Runtime Library Exception along with this program;
23 # see the files COPYING3 and COPYING.RUNTIME respectively. If not, see
24 # <http://www.gnu.org/licenses/>.
25 #
26 # muldi3_hard.asm
27 #
28 # Multiply operation for 64 bit integers, for devices with hard multiply
29 # Input : Operand1[H] in Reg r5
30 # Operand1[L] in Reg r6
31 # Operand2[H] in Reg r7
32 # Operand2[L] in Reg r8
33 # Output: Result[H] in Reg r3
34 # Result[L] in Reg r4
35 #
36 # Explaination:
37 #
38 # Both the input numbers are divided into 16 bit number as follows
39 # op1 = A B C D
40 # op2 = E F G H
41 # result = D * H
42 # + (C * H + D * G) << 16
43 # + (B * H + C * G + D * F) << 32
44 # + (A * H + B * G + C * F + D * E) << 48
45 #
46 # Only 64 bits of the output are considered
47 #
48 #######################################
49
50 .globl muldi3_hardproc
51 .ent muldi3_hardproc
52 muldi3_hardproc:
53 addi r1,r1,-40
54
55 # Save the input operands on the caller's stack
56 swi r5,r1,44
57 swi r6,r1,48
58 swi r7,r1,52
59 swi r8,r1,56
60
61 # Store all the callee saved registers
62 sw r20,r1,r0
63 swi r21,r1,4
64 swi r22,r1,8
65 swi r23,r1,12
66 swi r24,r1,16
67 swi r25,r1,20
68 swi r26,r1,24
69 swi r27,r1,28
70
71 # Load all the 16 bit values for A thru H
72 lhui r20,r1,44 # A
73 lhui r21,r1,46 # B
74 lhui r22,r1,48 # C
75 lhui r23,r1,50 # D
76 lhui r24,r1,52 # E
77 lhui r25,r1,54 # F
78 lhui r26,r1,56 # G
79 lhui r27,r1,58 # H
80
81 # D * H ==> LSB of the result on stack ==> Store1
82 mul r9,r23,r27
83 swi r9,r1,36 # Pos2 and Pos3
84
85 # Hi (Store1) + C * H + D * G ==> Store2 ==> Pos1 and Pos2
86 # Store the carry generated in position 2 for Pos 3
87 lhui r11,r1,36 # Pos2
88 mul r9,r22,r27 # C * H
89 mul r10,r23,r26 # D * G
90 add r9,r9,r10
91 addc r12,r0,r0
92 add r9,r9,r11
93 addc r12,r12,r0 # Store the Carry
94 shi r9,r1,36 # Store Pos2
95 swi r9,r1,32
96 lhui r11,r1,32
97 shi r11,r1,34 # Store Pos1
98
99 # Hi (Store2) + B * H + C * G + D * F ==> Store3 ==> Pos0 and Pos1
100 mul r9,r21,r27 # B * H
101 mul r10,r22,r26 # C * G
102 mul r7,r23,r25 # D * F
103 add r9,r9,r11
104 add r9,r9,r10
105 add r9,r9,r7
106 swi r9,r1,32 # Pos0 and Pos1
107
108 # Hi (Store3) + A * H + B * G + C * F + D * E ==> Store3 ==> Pos0
109 lhui r11,r1,32 # Pos0
110 mul r9,r20,r27 # A * H
111 mul r10,r21,r26 # B * G
112 mul r7,r22,r25 # C * F
113 mul r8,r23,r24 # D * E
114 add r9,r9,r11
115 add r9,r9,r10
116 add r9,r9,r7
117 add r9,r9,r8
118 sext16 r9,r9 # Sign extend the MSB
119 shi r9,r1,32
120
121 # Move results to r3 and r4
122 lhui r3,r1,32
123 add r3,r3,r12
124 shi r3,r1,32
125 lwi r3,r1,32 # Hi Part
126 lwi r4,r1,36 # Lo Part
127
128 # Restore Callee saved registers
129 lw r20,r1,r0
130 lwi r21,r1,4
131 lwi r22,r1,8
132 lwi r23,r1,12
133 lwi r24,r1,16
134 lwi r25,r1,20
135 lwi r26,r1,24
136 lwi r27,r1,28
137
138 # Restore Frame and return
139 rtsd r15,8
140 addi r1,r1,40
141
142 .end muldi3_hardproc
143
144