Difference between revisions of "Team:HBUT-China/Notebook"

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                         <p>Results:</p>
 
                         <p>Results:</p>
 
                         <p>The samples presented a band of 2044bp and 794 bp, verifying digestion successfully.</p>
 
                         <p>The samples presented a band of 2044bp and 794 bp, verifying digestion successfully.</p>
                         <p style="color:blue;">pSB1C3-02:</p>
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                         <p>pSB1C3-02:</p>
 
                         <p> </p>
 
                         <p> </p>
 
                         <img 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">
 
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">

Revision as of 04:33, 7 October 2018

NoteBook

July 18

A:pSB1C3-nikABCDE:

We obtained the required nikABCDE fragment from the E. coli genome by PCR.

The PCR system we use:

July 19:

A:pSB1C3-nikABCDE:

①.We used all the PCR products for gel electrophoresis. If the gel electrophoresis was successful, we would obtain the target fragment by gelation recovery. However, the result of gel electrophoresis did not show the band we need, which means our experiment failed.

July 20:

A:pSB1C3-nikABCDE:

①.We suspected that the temperature was too high during the PCR process, which caused the experiment’s failure, so we changed the conditions of the PCR and re-PCR the nikABCDE target fragment. But unfortunately, when we performed gel electrophoresis verification, we still did not get the strip we needed cause we we didn’t notice the time control for short strip.

July 22:

A:pSB1C3-nikABCDE:

①.We transformed the plasmid named PUC57-201801 into DH5α and coated DH5α on solid medium containing ampicillin resistance.

B:pSB1C3-luxCDABE

①.We designed PUC57-201802 and got the plasmid.

②.We transformed the plasmid into DH5α and coated DH5α on solid medium containing Ampicillin resistance.

July 23:

A:pSB1C3-nikABCDE:

①. After several experiments, we finally got the perfect temperature during the PCR process. We also obtained the target fragment nik ABCDE from E. coli by PCR. With the gel electrophoresis, we got the correct band , but other bands also showed up. We thought the low temperature caused mismatch during the PCR process.

②. We picked a single colony grown on the plate yesterday into a PA tube supplemented with 7 mL LB medium and 7 uL ampicillin.

B:pSB1C3-luxCDABE:

①.Picked the monoclonal antibody into liquid LB.

July 24:

A:pSB1C3-nikABCDE:

①. We conducted temperature gradient experiments and set annealing temperature of 52.5 ℃, 53 ℃, 53.5 ℃, and 54 ℃, respectively to find the most suitable temperature .

The final result showed a clear band at 52.5 ℃ and 54 ℃, but no band appeared at 53 ℃ and 53.5 ℃. We cut the gel of the target piece and performed the gelation recovery.

②. We tested the samples at 50 ℃, 52.5 ℃ and 54 ℃, but they showed no band.

We thought the concentration of the plasmid after the gel-removal is too low,which results in the failure to be revealed by gel electrophoresis.

③.We preserved the cells containing the PUC57-201801 plasmid and took 5 mL bacterial solution to extract the plasmid.

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④. The pSB1C3 linear plasmid and PC57-201801 plasmid were digested overnight at 37 ℃.

The pSB1C3 digestion system we used:

The PUC57-201801 digestion system we used:

B:pSB1C3-luxCDABE:

①Conserve PUC57-201802

1. Use a pipette tip to take 500 µL "2018 02" into a single strain collection tube and mark "2018 02 Synthetic fragment".

2. Pipet 500 μL glycerol into the culture collection tube.

3. Place the strain collection tube in the -80℃ freezer.

②Extraction of plasmid and labeled "PUC57-201802 Plasmid".

After extraction, the detection plasmid concentration was 424.7 ng/μL.

July 25:

A:pSB1C3-nikABCDE:

①. We set the annealing temperature at 52.5 °C and performed PCR on nikABCDE again, then took 1μL PCR product to detect its concentration, and verify the remaining products by gel electrophoresis.

②.Plastic recycling of pSB1C3 part and 201801 part.

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③. The linear plasmids of pSB1C3 and PUC57-201801 were enzymatically ligated overnight at 15 °C. We labeled the plasmid after ligation with pSB1C3-01.

The enzyme system we use:

B:pSB1C3-luxCDABE:

①. Digest PUC57-201802 plasmid.

System:

37 °C water bath for 12 hours.

2.PCR luxCDABE.

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3.For electrophoresis, the running strip shows about 5.8 kb, indicating that the correct luxCDABE is obtained.

July 26

A:pSB1C3-nikABCDE:

①.We converted all the enzyme products into DH5α and applied them to plates containing chloramphenicol resistance.

B:pSB1C3-luxCDABE:

①. Ran gel electrophorsis to get the PUC57-201802 digestion product 201802 part.

Result: Two bands appeared and one of them is 800 bp, which is the target band.

②. Plastic recycling of 201802 part.

③.Ligate pSB1C3 vector and 201802 part.

System:

pSB1C 32μL

201802 6μL

Buffer 2μL

T4DNA Ligase 1μL

Double distilled water 9μL

Add the whole system to the PCR tube, put it in the floating plate, and put it in the 15 °C incubator for 12h.

July 27:

A:pSB1C3-nikABCDE:

①.We picked 7 single colonies from yesterday's plates and added them to the PA tube containing 7 mL LB medium and 7 uL chloramphenicol.

B:pSB1C3-luxCDABE:

①. Invertasing product:

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Marked "pSB1C3-02"

July 28:

A:pSB1C3-nikABCDE:

①. We performed rapid detection of the plasmid of the 7 PA tubes.

②. No.4 tube and No.7 tube showed the best effect in the verification process, so we preserved the strains, extracted the plasmids, and took 4uL of the extracted plasmid for digestion to conform whether the plasmid was what we want.

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Enzyme-digestion verification system:

July 29:

A:pSB1C3-nikABCDE:

①.We verified the gel electrophoresis of yesterday's enzyme digestion system and obtained two bands with the fragment size of 200 bp and 2000 bp, which proved that the constructed PSB1C3 recombinant plasmid was successful.

B:pSB1C3-luxCDABE:

①. Rapid detection of plasmid. Take 10 μL supernatant and 2018 02 plasmid for a total of 8 samples to run the gel electrophoresis for 25 min.

Results:

Compared with 201802 part, No.1 and No.3 had obvious leading bright bands, which were preserved and plasmids were labeled as “pSB1C3-02-1”, “pSB1C3-02-3”.

July 30:

A:pSB1C3-nikABCDE:

①.Digested the pSB1C3-01 circular plasmid with BamHI and Ran the gel electrophoresis.

②.We recovered the digested part and inserted nikABCDE into pSB1C3-01 by seamless cloning, and the mixed system was reacted at 37 ° C for 30 minutes.

③.We converted all of the products of the above seamless cloning system to DH5α.

④.Applied DH5α to the plasmid to a plate containing chloramphenicol resistance.

Enzyme digestion system:

Seamless cloning system:

B:pSB1C3-luxCDABE:

1. Enzyme digestion verification

1. Enzyme digestion of “pSB1C3-02-1”, “pSB1C3-02-3”.

System:

plasmid 4μL

Buffer Tango 1μL

Xba I 0.3μL

PstI 0.3μL

Double distilled water 4.4μL

37 ° C water bath for 4 hours.

Ran the gel electrophoresis:

Results:

The samples presented a band of 2044bp and 794 bp, verifying digestion successfully.

pSB1C3-02:

②. Enzyme digestion

The above two plasmids were digested by one enzyme.

System:

plasimd 20μL

bufferTango 5μL

stuI 3μL

Double distilled water 22μL

37 ° C water bath, 8 hours

July 31:

A:pSB1C3-nikABCDE:

①.We picked 7 single colonies from yesterday's plates in PA tubes supplemented with 7 mL LB medium and 7 uL chloramphenicol.

B:pSB1C3-luxCDABE:

①. Plastic recycling of luxCDABE.

②. Seamless connect luxCDABE and pSB1C3-02.

System:

pSB1C3-02 2μL

luxCDABE 5μL

Buffer 2μL

Exnase II 1μL

37 ° C, 30 min, labeled "pSB1C3-02-luxCDABE".

③. Transformation of the ligated plasmid.

Marked “pSB1C3-02-luxCDABE”.

August 1:

A:pSB1C3-nikABCDE:

①. We performed rapid detection of the plasmid in the 7 PA tubes.

②. We selected two tubes, preserved the strains and extracted the plasmids, then took 4 uL extracted plasmid for digestion to conform whether the plasmid was what we want.

Enzyme digestion system:

pSB1C3-01-nik 图:

B:pSB1C3-luxCDABE:

①. Rapid detection of “pSB1C3-02-luxCDABE”.

Result:

“pSB1C3-02-luxCDABE”No. 3 and No. 5 may be right, so we extracted their plasmids.

②. We used XbaI and PstI to digest pSB1C3-02-luxCDABE, and ran the gel electrophoresis:

It showed we get the pSB1C3-02-luxCDABE successfuly.

August 2:

B:pSB1C3-luxCDABE:

①.Plasmid digestion:

System:

plasmid 4μL

Buffer Tango 1μL

XhoI 0.3μL

EcoRI 0.3μL

Double distilled water 4.4μL

37 ° C water bath for 4 hours.

Result:

Both samples shows two bands, which aren’t line with our vision.

After doing some research, we find out that there are two XhoI sites in PSB1C3 vector.

Therefore in this emergent situation,we worked together and racked our minds,finally we figured out a perfect solution to this problem.

August 3:

A:pSB1C3-nikABCDE:

Accoring to yesterday’s problem we changed our plan.

1. We simultaneously digested PUC57-201801 and pSB1C3-01-nik circular plasmid for 6 hours.

2. Plastic recycling of PUC57 vector、01-Nik part.

3. The PUC57-201801 linear plasmid and the nikABCDE fragment were ligated overnight at 15 °C and labeled pUC57-01-nik.

pSB1C3-01-nik digestion system:

PUC57-201801 digestion system:

Enzyme system:

B:pSB1C3-luxCDABE:

①.Plasmids digestion:

Use EcoRI and PstI to digest PUC57-201801 and pSB1C3-01-luxCDABE.

②.Plastic recycling of PUC57 vector and 02-luxCDABE part.

③.Ligate PUC57 vector with 02-uxCDABE part.

August 4:

A:pSB1C3-nikABCDE:

①. The entire product was transformed into DH5α and coated on a plate containing ampicillin resistance.

②. We prepared a Tris-glycine SDS polyacrylamide gel electrophoresis separation gel to verify whether NikABCDE protein was inserted into pSB1C3-01 to make it PSB1C3-01-nikABCDE. Since the decolorization effect was not obvious, we chose to decolorize it overnight, but due to the volatilization of the decolorizing solution, the protein gel lost water and shrunk the next day.

B:pSB1C3-luxCDABE:

①. We transformed the ligated plasmid(PUC57-01-Nik and PUC57-02-luxCDABE) into DH5α and coated DH5α on solid medium containing ampicillin resistance.

August 5:

A:pSB1C3-nikABCDE:

①. Picked a single colony from the plate into the PA tube supplemented with 7 mL LB medium and 7 uL chloramphenicol.

②. Re-ligated and converted the 201801 part and nikABCDE, and applied the linked product to a plate containing ampicillin resistance.

B:pSB1C3-luxCDABE:

①. We picked 7 single colonies from yesterday's plates and added them to the PA tube containing 7 mL of LB medium and 7 uL of Ampicillin.

②.Religated PUC57 vector with 01-Nik part and 02-luxCDABE part seperately.

③.We transformed the ligated plasmid(PUC57-01-Nik and PUC57-02-luxCDABE) into DH5α and coated DH5α on solid medium containing ampicillin resistance.

August 6:

A:pSB1C3-nikABCDE:

①. We performed a rapid detection of the plasmid in the PA tube, but the final gel electrophoresis results did not show the plasmid we need.

②. Picked the single colony transformed yesterday to the PA tube, and we realized that the ampicillin resistance wasn’t durable. This time we strictly controlled the culture time.

B:pSB1C3-luxCDABE:

①.Rapid detection of PUC57-01-Nik and PUC57-02-luxCDABE.But it didn’t show the strip we want.

So we had to ligate them again.

②.We use StuⅠ to digest PUC57-201802.

August 7:

A:pSB1C3-nikABCDE:

①. Rapid detection of the plasmid in the PA tube, and the gel electrophoresis results showed the pUC57-01-nik plasmid we need.

②. Enzyme digestion verification:

PUC57-Nik:

③. We preserved the strains showing the correct strip and extracted the plasmids.

B:pSB1C3-luxCDABE:

①. Again we failed.

②. Plastic recycling of 02-luxCDABE part.

③. Ligated PUC57 vector with 02-luxCDABE part.(Unfortunately we failed)

④. Tested the chemiluminescence values,which can prove pSB1C3-luxCDABE works.

August 10:

B:pSB1C3-luxCDABE:

1.Tested the chemiluminescence values.

August 11:

B:pSB1C3-luxCDABE:

①. Ligated PUC57 vector with 02-luxCDABE part.

②. Ttransform the ligated plasmid(PUC57-01-Nik and PUC57-02-luxCDABE) into DH5α and coated DH5α on solid medium containing ampicillin resistance.

August 12:

B:pSB1C3-luxCDABE:

①. Picked 5 single colonies from yesterday's plates and added them to the PA tube containing 5 mL LB medium and 5 uL Ampicillin.

②. Rapid detection of PUC57-02-luxCDABE.

August 13:

B:pSB1C3-luxCDABE:

①. Ran the gel electrophoresis.And we find out that the five plasmids show the same strip,so we thought it might be right.

②. We used EcoRI and PstI to digest PUC57-02-luxCDABE.

August 14:

B:pSB1C3-luxCDABE:

①. Ran the gel electrophoresis and we get one strip,which means we succeed.

②. Plastic recycling of PUC57-02-luxCDABE part.

③. Enzyme digestion verification:

pUC57-lux:

C:pSB1C3-nikABCDE-luxCDABE:

①. Ligated Nik part and PUC57-lux part.

August 15:

C:pSB1C3-nikABCDE-luxCDABE:

①.Transformed the plasmid and performed spread plate.

②.After eight hours ,we found that there almost no singel colony.But we still picked three.

August 16:

C:pSB1C3-nikABCDE-luxCDABE:

①.We found out that the three didn’t multiply,but some singel colonys showed up in the plate,so we picked 7.(Marked 1 to 7)

②.We performed the plasmid’s rapid detection.And found out number 2 had plasmid-strip,so we preserved the strain.

③.Cultured 50 uL strains in 5mL LB.

August 17:

C:pSB1C3-nikABCDE-luxCDABE:

①.Extracted plasmid.

②.Digested the plasmid with EcoRⅠ and PstⅠ.

③.Performed gel electrophoresis and we found out that the strip was correct,so we did the plastic recycling.

August 18:

C:pSB1C3-nikABCDE-luxCDABE:

.Performed gel electrophoresis of PUC57-Nik-lux ,but it turned out to be incorrect.So we did the ligation again.

②.Transformed the strain PUC57-Nik-lux and performed spread plate.

August 19:

C:pSB1C3-nikABCDE-luxCDABE:

①.Picked 7 singel colonys .(Marked 1 to 7)

②.We performed the plasmid’s rapid detection and found out number 5 had the fall-behind phenomenon.

③.Cultured 50 uL strains in 5mL LB.

August 20:

C:pSB1C3-nikABCDE-luxCDABE:

①.Extracted plasmid and preserved the strain.

②.Digested PUC57-nikABCDE-luxCDABE with EcoRⅠ and PstⅠ and Performed gel electrophoresis.

It showed two bands:one is 2.7kb the other is more than 10kb.

③.We did glue recovery of nik-lux part.

④.Ligated PSB1C3 part and nik-lux part.

August 21:

C:pSB1C3-nikABCDE-LuxCDABE:

①. Transformed pSB1C3-nik-lux and performed spread plate.

A:pSB1C3-nikABCDE:

①. Rcovered the preserved pSB1C3-01-nik strain.

August 22:

C:pSB1C3-nikABCDE-luxCDABE:

①.Picked 7 singel colonys .(Marked 1 to 7)

②.After eight hours we performed the plasmid’s rapid detection and found out that number 5 and 7 had plasmid-strip,so we extrcted plasmid.

③.Digested PSB1C3-Nik-lux with XbaⅠand PstⅠ for the enzyme digestion verification.

④.Tested the fluorescence intensity.But we didn’t test the no-load fluorescence intensity,so the result was useless.

A:pSB1C3-nikABCDE:

①.Rcovered the preserved pSB1C3-01 strain and the activated pSB1C3-01-nik was placed into the refrigerator.

August 23:

C:pSB1C3-nikABCDE-luxCDABE:

①. Number 7 showed three bands:7.6kb、4kb and 1.5kb.And it proved the ligation succeed and we got pSB1C3- nik-lux.

②.We took out the preserved strains:17iGEM、PSB1C3-02、PSB1C3-mRFP、PSB1C3-lux、PSB1C3-Nik-lux.And cultured 50 uL strains in 5mL LB separately.

①.Due to the protein gel instrument failure, we were unable to perform the experiment after preparing the Tris-glycine SDS polyacrylamide gel electrophoresis gel. Therefore, we had to re-cultivate the pSB1C3-01-nik strain and the pSB1C3-01 strain.

August 24

C:pSB1C3-nikABCDE-luxCDABE:

①.Added pSB1C3-nik-lux in LB with the concentration gradient of 500 50 5 0.5 0.05 0.005 0.0005 mM ,and tested the Optical Density(OD).

The OD is :0.287、0.146、0.145、0.292、0.656、0.890、1.466

It supposed to be two situations:

When C<C1,OD stayed steady,when C>C2,OD closed to 0.

But it didn’t reflect the conclusion, so we kept cultruing the strains.

②.After 17 hours,we did the test again.

It showed:0.02、0.034、0.031、1.056、1.047、1.078、1.134

When C<0.5mM,it was stady,when C>5,it closed to 0.

Based on the above:

We can say:we successfully got pSB1C3-nik-lux.

A:pSB1C3-nikABCDE:

①. Prepared Tris-glycine SDS polyacrylamide gel electrophoresis separation gel. pSB1C3-01-nik and pSB1C3-01 were adjusted to the same initial Abs. By analyzing the result of the protein gel, we knew that pSB1C3-01-nik produced a darker color than pSB1C3-01 at the corresponding size, thus demonstrating the production of NikABCDE protein.

②.Pipette 1/1000 of pSB1C3-01-nik and pSB1C3-01 strains cultured yesterday to 800 μM of NiCl2 solution.

The Ni2+ standard curve was detected.

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August 26:

A:pSB1C3-nikABCDE:

①.We extracted the nickel ions in the dried bacteria with 0.1 mol/L HCl, and filtered.Finally detected the nickel ion concentration by detecting the Abs.

August 27:

A:pSB1C3-nikABCDE:

①.In order to expand the range of the nickel ion standard curve, we took the Ni2+ standard solution for the labeling experiment, but the Abs value was to high. We had to reduce the concentration of Ni2+ standard solution to prepare the calibration.

②.In order to determine the optimum Ni2+ concentration of E. coli, we cultured the bacteria in 0.5 nM and 0.8 nM Ni2+ medium in an inoculation amount of 100 uL.

August 28:

A:pSB1C3-nikABCDE:

①.We changed the concentration of Ni2+ standard solution several times to obtain a suitable range of Ni2+standard curve.

The Ni2+ standard curve

②.For the next experiment, we cultured 100 mL of 3 bottles of PSB1C3-01 and PSB1C3-01-nik.

August 29:

A:pSB1C3-nikABCDE:

①. Add 0.5 nM Ni2+ solution to the 100 mL bacterial solution that had been cultured overnight, and the cells were cultured at the same Ni2+concentration.

August 30:

A:pSB1C3-nikABCDE:

①.The cells were collected and washed twice with double distilled water and EDTA, and they were disrupted by sonication. After disrupting the cells, Ni2+ in the cells was extracted by HCl, filtered through a filter membrane, and the filtrate was collected to detect Abs values: