Topic: SAPPHIRE HD 7850 1GB GDDR5 236Bits Overclock Benchmark (110+ tests clocks) (Read 111 times)

This was a test that i made with my SAPPHIRE HD 7850 Dual X 1GB GDDR5 236Bits 900/1200Mhz Stock

Tested on Claymore CryptoNote GPU Miner v9.7 Beta - POOL

all with -h 448 -a 1
Max of 64°C Fan Max 60%

if someone can post more tests for this GPU 7850, with some mod Watts etc, can help.

CCLOCK - MCLOCK - HASH (H/s)

1000 - 1350 / 387

1050 - 1200 / 390
1050 - 1250 / 397
1050 - 1300 / 393
1050 - 1350 / 401
1050 - 1370 / 404
1050 - 1400 / 396

1075 - 1350 / 406
1075 - 1250 / 403

1100 - 1200 / 401
1100 - 1250 / 409
1100 - 1260 / 399
1100 - 1270 / 399
1100 - 1280 / 401
1100 - 1290 / 402
1100 - 1300 / 404
1100 - 1310 / 405
1100 - 1350 / 412
1100 - 1360 / 413
1100 - 1365 / 414
1100 - 1370 / 415 = 1079 ms
1100 - 1371 / 415
1100 - 1372 / 415
1100 - 1373 / 415
1100 - 1374 / 415
1100 - 1375 / 415
1100 - 1376 / 404
1100 - 1380 / 406
1100 - 1400 / 408
1100 - 1440 / 413
1100 - 1470/ Unstable

1110 - 1370 / 415
1120 - 1370 / 420 = 1065 ms
1130 - 1370 / 423 = 1056 ms
1140 - 1370 / 425 = 1054 ms

1150 - 1200 / 413
1150 - 1210 / 414
1150 - 1240 / 419
1150 - 1250 / 420
1150 - 1255 / 407
1150 - 1260 / 410
1150 - 1270 / 411
1150 - 1300 / 415
1150 - 1350 / 423
1150 - 1360 / 425
1150 - 1370 / 427 = 1048 ms
1150 - 1375 / 427
1150 - 1380 / 417
1150 - 1400 / 420

1160 - 1370 / 429
1165 - 1370 / 430

1170 - 1250 / 425
1170 - 1370 / 431 = 1038
1170 - 1375 / 432 = 1037
1170 - 1420 / 428
1170 - 1430 / 429
1170 - 1440 / 431
1170 - 1450 / 432
1170 - 1460 / 434 Unstable
1170 - 1470 / Unstable

1175 - 1250 / 426
1175 - 1350 / 429
1175 - 1370 / 431

1180 - 1270 / 417
1180 - 1370 / 434
1180 - 1371 / 434
1180 - 1372 / 434
1180 - 1375 / 434
1180 - 1380 / 425

1190 - 1370 / 435
1195 - 1375 / 437

1200 - 1200 / 422
1200 - 1250 / 432
1200 - 1350 / 435
1200 - 1370 / 438 = 1022 ms
1200 - 1375 / 439
1200 - 1376 / 428
1200 - 1377 / 429
1200 - 1378 / 429
1200 - 1379 / 429
1200 - 1380 / 429
1200 - 1390 / 429
1200 - 1400 / 432

1205 - 1375 / 442 =
1210 - 1375 / 442
1215 - 1375 / 443
1220 - 1375 / 444
1225 - 1375 / 445
1230 - 1375 / 447 = 1002 ms
1235 - 1375 / 447 = 1002 ms
1235 - 1250 / 438
1240 - 1240 / 437
1240 - 1250 / 439
1240 - 1255 / 427
1240 - 1260 / 428
1240 - 1270 / 431
1240 - 1280 / 433
1240 - 1290 / 433
1240 - 1300 / 435
1240 - 1375 / 449
1245 - 1375 / 450 =
1245 - 1250 / 440 unstable

1250 - 1200 / 433
1250 - 1250 / 443 unstable
1250 - 1350 / 447 unstable
1250 - 1375 / 451

1255 - 1375 / 452
1260 - 1375 / 453
1265 - 1375 / 454
1265 - 1250 / 445
1265 - 1350 / 445 unstable
1270 - 1375 / 456 unstable
1275 - 1250 / 447
1275 - 1375 / unstable