Batch #50: Alt
I ran out of alt too early last year, well before I
could brew any more. This is the last batch of me
overreacting to that :-) I tried to do a less-munich-y
take on the Alt style this time, so I don't have too much of the
same beer around.
Brewed the same day as an Irish
stout, in what should be the last big brew day
for a while. I have quite a stockpile at this point.
Recipe
Grain Bill
- 4 lbs. 7 oz. Meussdoerffer Munich (last of sack)
- 15 lbs. 9 oz. Durst Pilsner
- 4 oz. Weyermann Carafa II de-husked
Hops
- 6 oz. Spalt (4.2% AA) @60 minutes.
Yeast
WLP320 Top-cropped from previous batch
Mash
Single infusion, 80 minutes at 152F.
Vitals
- OG: 1.053
- FG:
- Calculated IBUs: 52
- Carbonation:
Timeline
Brew day: January 16, 2005
- 9:30 am: Start running and heating water for the day (about 23 gallons)
- 12:20 pm: Mash-in with 6.25 gallons of 166F
water. Temperature 152F, estimate 3.75 gallons of
free liquid, requiring 8.75 gallons of sparge water.
Split that between a 3 gallon batch and a 5.75 gallon batch.
- 1:37 pm: Add 1.5 gallons of 180-190F sparge water, filling tun. Change of plans...
- 1:45 pm: Begin first runoff. Plan to split rest of water between a 3.25 gallon and 4 gallon sparge batch.
- 1:50 pm: Add 3.25 gallons 178F sparge water, leaving 1-2 gallons of free space in the tun.
- 2:00 pm: Begin second runoff.
- 2:05 pm: Add 4 gallons of 168F sparge water.
- 2:24 pm: Begin third runoff.
- 2:28 pm: Finish sparging. Hit volume right on the head, top of the top seam of the Sanke.
- 3:08 pm: Boiling! Turn down the front burner to avoid boilover, and take sample. Sample says 12.8 Brix, or 1.052.
- 3:30 pm: Add hops.
- 4:30 pm: Begin rack/chill.
- 4:48 pm: Done with rack/chill, gravity reading 13 Brix, or 1.053. 10 gallons collected, pretty much exactly.
Fermented under kitchen table, low 60s.
Kegged 1/25/2005, still some sticky krausen on top. Dry-hopped one keg
with about 1/2 oz to 1 oz of Spalt, using up the rest of the 1-lb pack.
Tasting notes
$Id: batch50.html,v 1.2 2005/01/26 06:44:52 chris Exp $