Difference between revisions of "Template:USTC//K176144"

(New page: ===data=== {| {{table}} | align="center" style="background:#f0f0f0;"|'''AHL(M)''' | align="center" style="background:#f0f0f0;"|'''T(h)''' | align="center" style="background:#f0f0f0;"|'''O...)
 
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===data===
 
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| 1.00E-05||3||0.464333333||360.73||776.8772434||3105.024953
 
| 1.00E-05||3||0.464333333||360.73||776.8772434||3105.024953
 
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For the details of the definition of ST.FLU and the unit ustc_st1, please click [[ here]].
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===plot===
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[[Image:K176144.jpg|thumb|600px|center|'''Figure 1- this steregram shows the response of K176144 to both time and AHL. From this gram, we can see that the GFP expression reaches its top at some definite AHL(1.E-08) concentration at any time  in the range of allowable error. ]]

Revision as of 01:06, 21 October 2009

data

AHL(M) T(h) OD600 FLU(arbitrary) FLU/OD600(arbitrary) ST.FLU/OD600(ustc_st1)
0 0.5 0.210333333 4.745 22.55942948 90.16558544
1.00E-10 0.5 0.245 7.730333333 31.55238095 126.1086369
1.00E-09 0.5 0.246333333 11.12366667 45.15696888 180.4834887
1.00E-08 0.5 0.25 11.69366667 46.77466667 186.9491074
1.00E-07 0.5 0.256666667 13.35266667 52.02337662 207.9271648
1.00E-05 0.5 0.249 14.77833333 59.35073628 237.2131746
0 1.5 0.430666667 10.12166667 23.50232198 93.93414061
1.00E-10 1.5 0.449 16.77366667 37.35783222 149.3118794
1.00E-09 1.5 0.441333333 133.0933333 301.570997 1205.319732
1.00E-08 1.5 0.429666667 189 439.8758728 1758.097013
1.00E-07 1.5 0.408333333 168.8066667 413.4040816 1652.294491
1.00E-05 1.5 0.38 138.9433333 365.6403509 1461.39229
0 3 0.666 20.16933333 30.28428428 121.0403049
1.00E-10 3 0.676 37.01733333 54.75936884 218.8623854
1.00E-09 3 0.648666667 451.2633333 695.6783145 2780.488867
1.00E-08 3 0.638333333 774.2666667 1212.950392 4847.923228
1.00E-07 3 0.561666667 580.5466667 1033.614243 4131.152052
1.00E-05 3 0.464333333 360.73 776.8772434 3105.024953

For the details of the definition of ST.FLU and the unit ustc_st1, please click here.

plot

Figure 1- this steregram shows the response of K176144 to both time and AHL. From this gram, we can see that the GFP expression reaches its top at some definite AHL(1.E-08) concentration at any time in the range of allowable error.