New Reply

Approach To Critical - 1/M and Penultimate Method

 
Share Thread Thread Tools
Feb20-13, 07:42 PM   #1
 

Approach To Critical - 1/M and Penultimate Method


Can someone explain to me the basic process involved in an approach to critical with a nuclear reactor. I understand that you basically start with the rods all the way in and bring them out, while taking counts - waiting for them to stabilize. I understand with the penultimate method, you change the control rod position and take count rates, and then take the ratio of the count rates and extrapolate to the x-axis with each measurement in order to determine the critical point, however I'm confused as to how the 1/M method works to find the critical position.

Thanks,
Derek
PhysOrg.com
PhysOrg
science news on PhysOrg.com

>> King Richard III found in 'untidy lozenge-shaped grave'
>> Google Drive sports new view and scan enhancements
>> Researcher admits mistakes in stem cell study
Feb21-13, 12:24 PM   #2

Engineering 2012
 
Recognitions:
Gold Membership Gold Member
Science Advisor Science Advisor
...however I'm confused as to how the 1/M method works to find the critical position.
I likely don't understand the question:

It's a beautifully simple graphical method.

Plot rod position (or dilution) on Ordinate
1/m on Abscissa

Since multiplication is approaching infinity as you approach criticality,
1/m is approaching zero - but you don't multi-decade log graph paper to see it.

Extrapolate your slope to intersect ordinate and you have an estimate. Closer you get, the better your estimate.

After you do one it's second nature.


Probably i answered the wrong question, though.
New Reply
Thread Tools


Similar Threads for: Approach To Critical - 1/M and Penultimate Method
Thread Forum Replies
Which approach is nicer? UK MEI approach? American approach? Academic Guidance 0
Volume, washer method another approach Calculus 0
Physics summer placements for penultimate year undergrad? Career Guidance 0
Sub Critical, critical and supercritical - Question High Energy, Nuclear, Particle Physics 0