Difference between revisions of "Team:William and Mary/Speed Control"

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In our experiment we observed a robust tag dependent speed change during the course of our experiments. Figure 1 shows plots of normalized fluorescence over time. Steady state was defined as the point where the next two consecutive data points did not exhibit any increase in fluorescence. That data point was then used to normalize the previous values of that time course. Figure 2 shows these same results without truncation, and as predicted by mathematical modeling we see that fluorescence starts to decay down to a second lower steady state. This result is because of the choice of simultaneous induction, and was later used to help create our <a href ="https://2017.igem.org/Team:William_and_Mary/IFFL" style='text-decoration: underline;'>IFFL</a> circuits.</div>
 
In our experiment we observed a robust tag dependent speed change during the course of our experiments. Figure 1 shows plots of normalized fluorescence over time. Steady state was defined as the point where the next two consecutive data points did not exhibit any increase in fluorescence. That data point was then used to normalize the previous values of that time course. Figure 2 shows these same results without truncation, and as predicted by mathematical modeling we see that fluorescence starts to decay down to a second lower steady state. This result is because of the choice of simultaneous induction, and was later used to help create our <a href ="https://2017.igem.org/Team:William_and_Mary/IFFL" style='text-decoration: underline;'>IFFL</a> circuits.</div>
  
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Figure 1: Truncated speed graph of tagged mScarlet-I constructs. Stronger tags (earlier letters), show greater speed change. link: https://static.igem.org/mediawiki/2017/f/f1/T--William_and_Mary--mScarlet-I_Speed_Normalized_Truncated.png
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<img src='https://static.igem.org/mediawiki/2017/f/f1/T--William_and_Mary--mScarlet-I_Speed_Normalized_Truncated.png' height = "80%" width = "80%"/>
Figure 2: Full speed graph. Stronger tags show greater speed change, but sufficiently strong tags show descent to second steady state as predicted by our math <a href ="https://2017.igem.org/Team:William_and_Mary/Model" style='text-decoration: underline;'>model</a>. link :https://static.igem.org/mediawiki/2017/4/4f/T--William_and_Mary--mScarlet-I_Speed_Normalized_Full.png
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<figcaption><div style='padding-left: 5px;padding-top: 15px; color: #808080; font-size: 14px;'>Figure 1: Truncated speed graph of tagged mScarlet-I constructs. Stronger tags (earlier letters), show greater speed change.</div></figcaption>
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<figcaption><div style='padding-left: 5px;padding-top: 15px; color: #808080; font-size: 14px;'>Figure 2: Full speed graph. Stronger tags show greater speed change, but sufficiently strong tags show descent to second steady state as predicted by our math <a href ="https://2017.igem.org/Team:William_and_Mary/Model" style='text-decoration: underline;'>model</a>.</div></figcaption>
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Revision as of 06:39, 1 November 2017


Overview
To measure speed, we measured our pTet mScarlet-I pdt reporter constructs (on pSB1C3) along with our pLac mf-Lon construct (on pSB3K3) into NEB 10-Beta cells. After growing them for 8 hours and diluting them to an OD600 of .005, we simultaneously induced each construct with 0.1mM IPTG and 50ng/mL ATC. Simultaneous induction was chosen because our preliminary math modeling suggested that a greater speed change would be observed when using simultaneous induction rather than inducing reporters with mf-Lon already at a steady state concentration.
Before we took speed measurements, we first tested a variety of different time course methods for use with flow cytometry. We tried cryogenic freezing, staggering cells, and fixation with 1% PFA for various lengths of time. Ultimately we found that the most robust method was simply taking aliquots of cells at each time point, adding them to PBS on ice and measuring them immediately with FACS. We found that this method was robust across different days, as well as robust to experimental conditions and other errors. We noted that fluorescence per cell did not change significantly after 20 minutes on ice, which represents the longest any sample sat on ice before being measured. All measurements were performed in NEB 10-Beta cells and M9 media with glucose and 0.1% casamino acids added, and dilutions were made to maintain cells in the midlog growth phase for the entirety of the experiment. A full protocol can be found here.
All data on this page (and the rest of our wiki) represents the geometric means of at least three biological replicates (colonies) taken on the same day. Each biological replicate’s fluorescence was determined on the FL3 channel of an S3e cell sorter, and the geometric mean of at least 10,000 (typically 20,000) cells were used. Conversion to absolute units (MECY) was performed using spherotek rainbow calibration beads and Flowcal. Shaded region represents one geometric standard deviation above and below the mean of the biological replicates.
Figure 1: Schematic of a generic reporter construct used to test gene expression speed. mScarlet-I is produced in the prescence of ATC, and is degraded by mf-Lon
Results
In our experiment we observed a robust tag dependent speed change during the course of our experiments. Figure 1 shows plots of normalized fluorescence over time. Steady state was defined as the point where the next two consecutive data points did not exhibit any increase in fluorescence. That data point was then used to normalize the previous values of that time course. Figure 2 shows these same results without truncation, and as predicted by mathematical modeling we see that fluorescence starts to decay down to a second lower steady state. This result is because of the choice of simultaneous induction, and was later used to help create our IFFL circuits.
Figure 1: Truncated speed graph of tagged mScarlet-I constructs. Stronger tags (earlier letters), show greater speed change.
Figure 2: Full speed graph. Stronger tags show greater speed change, but sufficiently strong tags show descent to second steady state as predicted by our math model.