11.27.2013
PROJECT: Zoom 2D gel electrophoresis protocol

Materials
Name
Quantity
Catalog no.
ZOOM® IPGRunner™ Cassettes
10
ZM0003
NuPAGE® Novex 4-12% Bis-Tris ZOOM® Gel
10 gels
NP0330BOX
ZOOM® Carrier Ampholytes pH 3-10
10 ml
ZM0021
ZOOM® Strip pH 3-10L (linear)
12 strips
ZM0018
ZOOM® 2D Protein Solubilizer 1
20 ml
ZS10001
SilverQuest™ Silver Staining Kit
1 kit
LC6070
N,N-Dimethylacrylamide (DMA)

Aldrich, cat. no. 27413-5
Protease Inhibitor tablets

Roche cat. no. 1873580
1 M Tris Base


2 M DTT








Methods

had trouble with all the pictures making it into this web-space so I saved today's entry into a word document and have made it public through this link:

https://www.dropbox.com/s/n5mp7xmzeuisos8/11_27_lab_entry.docx



11.25.2013
PROJECT: water chemistry data

Tanks labeled from left (by CO2 tank) to right
Tank A/B







Date Sampled
measured pH, NBS scale
Temp, °C
Salinity, estimated
TA (umol/kgSW), estimated
pCO2 (uatm), calculated
Ω Ca, calculated
Ω Ar, calculated
11/8/2013
7.50
16.60
30.00
2100.00
2045.33
0.83
0.53
11/11/2013
7.72
16.40
30.00
2100.00
1198.92
1.33
0.85
11/12/2013
7.56
16.30
30.00
2100.00
1765.80
0.94
0.60
11/13/2013
7.53
16.50
30.00
2100.00
1901.54
0.88
0.56
11/15/2013
7.49
16.60
30.00
2100.00
2094.86
0.81
0.52
11/18/2013
7.54
16.70
30.00
2100.00
1860.12
0.91
0.58
11/25/2013
7.52
16.40
30.00
2100.00
1945.75
0.86
0.55
11/27/2013
7.54
16.60
30.00
2100.00
1858.28
0.90
0.58

Tank C/D






Date Sampled
measured pH, NBS scale
Temp, °C
Salinity, estimated
TA (umol/kgSW), estimated
pCO2 (uatm), calculated
Ω Ca, calculated
Ω Ar, calculated
11/8/2013
7.84
16.60
30.00
2100.00
893.0
1.73
1.10
11/11/2013
7.88
16.40
30.00
2100.00
806.6
1.87
1.19
11/12/2013
7.89
16.30
30.00
2100.00
786.0
1.90
1.21
11/13/2013
7.87
16.50
30.00
2100.00
827.8
1.84
1.17
11/15/2013
7.84
16.60
30.00
2100.00
893.0
1.73
1.10
11/18/2013
7.87
16.70
30.00
2100.00
829.2
1.85
1.18
11/25/2013
7.81
16.40
30.00
2100.00
960.5
1.61
1.03
11/27/2013
7.87
16.60
30.00
2100.00
828.5
1.84
1.17

All values calculated with CO2sys
Standards used in calculations:
Borate
Uppstrom, Deep-Sea Research, 21:161-162, 1974


KHSO4
Dickson, Journal of Chemical Thermodynamics, 22:113-127, 1990.

K1, K2
from Mehrbach et al., Limnology and Oceaneanography, 18:897-907, 1973

refit by Dickson and Millero, Deep-Sea Research, 36:983, 1989

11.15.2013
PROJECT: proposed protocol, adapted from Tomanek et al. 2011, JEB

Protocol:
Homogenization
1. Homogenize sample in homogenization buffer* (1:4 ratio sample to buffer)
2. Centrifuge at room temperature for 30 minutes at 16100 g
3. Precipitate supernantant by washing with ice-cold 10% trichloroacetic acid in acetone
4. Store samples overnight –20°C
5. Centrifuge sample at 4°C for 15 minutes at 18000 g
6. Discard supernatant
7. Wash pellet and re-suspend in rehydration buffer* by vortexing for 5 minutes

Protein Separation:
1. seperate proteins according to isoelectric point (pI) on immobilzed pH gradient (IPG) strips [pH 4–7, 11cm; GE Healthcare] using 400ug of protein per strip

not sure how to carry out step 2 here:
"The isoelectric focusing protocol started with a passive rehydration step (5hrs), followed by 12hrs of active rehydration (50V) using an isoelectric focusing cell"
500V for 1hr, 1000V for 1hr and 8000V for 2.5hrs (all changes occurred in rapid mode).

3. Following isoelectric focusing, freeze gels at –80°C.

2D Gel Electrophoresis:
1. Thaw samples to room temperature
2. Incubate IPG strips in equilibration buffer* for 15 minutes w/ 65 mmol/L dithiothreitol
3. Decant solution
4. Incubate IPG strips in equilibration buffer* for 15 minutes w/ 135 mmol/L iodoacetamide
5. Place IPG strips on top of an 11.8% polyacrylamide gel with a 0.8% agarose solution containing Laemmli SDS electrophoresis buffer*
6. Run gel at 200 V for 55 minutes with a recirculating water bath set at 10°C using Criterion Dodeca cells (Biorad)
7. stain gels with colloidal Coomassie Blue dye (G-250) overnight
8. Destain gels by washing repeatedly with Milli-Q water for at least 48hrs.
9. Scan gel / take picture for analysis

Reagents:
Homogenization Buffer:

Rehydration Buffer:

Equilibration Buffer:

Laemmli SDS electrophoresis buffer:


Timeline:
11/19:
Make all buffer solutions
11/22:
Practice, find all equipment
11/25:
12pm:4pm - protein homogenization
11/26:
1:30pm:6pm - 2D gel, let stain overnight, let destain over holiday.




11.12.2013
PROJECT: update

Mussels were sampled today from each treatment. Gill and foot tissue was dissected, labeled as follows, and stored in the -80 freezer.

20131112_143502.jpg



11.6.2013
PROJECT: update
Treatment tanks were set up today. 4, 55 Gallon garbage cans containing seawater were labeled as follows:

Tank A - High CO2, no copper
Tank B - High CO2, copper
Tank C - Low CO2, copper
Tank D - Low CO2, no copper

Garbage cans were bubbled with either ambient air for the low CO2 treatment (pCO2 approx. 350-400) or CO2/air mixture (pCO2 approx. 1400-1600). The CO2/air mixture was obtained using two mass flow controllers, one attached to a CO2 tank while another was allowed to suck ambient air. Each mass flow controller was then attached to a 18 Gal/hr pump which was in turn attached to a venturi injector. The action of the pump caused a negative pressure at the injector which, in turn, sucked the gas mixture into the water column and dispersed it in a cloud of bubbles.

0.5mg/L of Copper were added into 2 tanks, constituting a 'high' treatment

The mass flow controllers were set to 1.1 ml/min of CO2 and 1.1 L/min of ambient air. This calculation assumed that ambient air was 400 ppm CO2.

Desired pCO2 of water = 1500 uatm
1500 ppm of CO2 in air = 0.15% CO2 to AIR ratio
Ambient air source = 400 ppm CO2 --> 0.04 % CO2
CO2/AIR mixture set to = 1.1 ml/min CO2 / 1000 ml/min AIR --> 0.11 % CO2
0.11% CO2 + 0.04 --> approx. 0.15% or 1500 uatm at sea level

11.5.2013
PROJECT: update
Mussels were sampled today as a "time zero" or starting condition. Gill and foot tissue was dissected, labeled with the date and the tissue type, and stored in the -80 freezer.
From Diana: Labeled: date, M1 or M2 (depending on which mussel they came from) and mass of tissue


10.29.2013
PROJECT: planning

Summary
Met with lab members and finished experimental design for our mussel project. Seawater, primers, and mussels are not yet available. Will update when project moves forward.


10.22.2013
Lab 4: protein SDS-PAGE and western blot

Summary
A western blot was run using protein samples that were prepared last week (procedure will be included in today's entry for continuity). cDNA from last week which was amplified with qPCR was visualized using SDS-PAGE electrophoresis and a black light. cDNA results will be added to last weeks lab entry for continuity.

Notes
My protein of interest was labeled MGEO and was placed in lane 8 of the well of the SDS-PAGE gel. The protein was mantle tissue, from an Olympia oyster (labeled 69) - unknown weight of sample.

Materials and Methods
Supplies and Reagents

(1) PROTEIN EXTRACTION PROTOCOL
  1. Record the weight of your tissue that has been denoted on the tube.
  2. Label the snap cap tube containing your tissue sample with your initials and the date using a lab marker.
  3. Add 500 ul of CellLytic MT solution to the 1.5mL snap cap tube containing your cut piece of frozen tissue.
  4. Homogenize the tissue with a sterile disposable pestle.
  5. Close the tube and invert the tube several times.
  6. Please find a few other people at or near this same stage and form a group for this step. Spin the tube in a refrigerated microfuge for 10 mins at max speed.
  7. While spinning, label a fresh tube with the word "Protein", source organism/tissue, your initials, and today's date.
  8. Carefully transfer supernatant (the clearish liquid on top) to labeled tube and store tube on ice.

(2) SDS-PAGE PROTOCOL
  1. Begin boiling water on hot plate.
  2. In a fresh, 1.5mL SCREW CAP tube add 15uL of your protein stock and 15uL of 2X Reducing Sample Buffer. Return your protein stock to the box in the -20C freezer labeled protein samples.
  3. Mix sample by flicking. Briefly centrifuge (10s) to pool liquid in bottom of tube.
  4. Boil sample for 5 mins.
  5. While sample is boiling, observe assembly of gel box and gels. Rinse gel wells thoroughly as demonstrated.
  6. When sample is finished boiling, immediately centrifuge for 1min. to pool liquid.
  7. Slowly load your entire sample into the appropriate well using a gel loading tip.
  8. Put lid on gel box and plug electrodes into appropriate receptacles on the power supply.
  9. Turn power supply on and set voltage to 150V. Run for 45mins. CHECK YOUR AGAROSE GEL RESULTS. MAKE SURE EVERYTHING IS SET UP FOR WESTERN BLOT.
  10. Turn off power supply and disconnect gel box from power supply.
  11. Remove lid from gel box.
  12. Disengage the tension wedge.
  13. Remove gel from gel box.
  14. Carefully crack open cassette to expose gel.
  15. Trim wells at top of gel.
  16. Notch a designated corner of the gel to help you remember the correct orientation of the gel (i.e. which is the top/bottom of the gel, which is the right/left side(s) of the gel)
  17. Proceed to Western Blotting protocol.

(3) WESTERNBREEZE CHROMOGENIC WESTERN BLOT IMMUNODETECTION
  1. Soak the filter paper, membrane and gel in Tris-Glycine Transfer Buffer for 15 minutes.
  2. Assemble the blotting sandwich in the semi-dry blotting appartus:Transfer the blot for 30 minutes at 20V
    1. Anode (+++)
    2. filter paper
    3. membrane
    4. gel
    5. filter paper
    6. cathode (---)

  3. Remove the gel from the sandwich and rinse off adhering pieces of gel with transfer buffer.
  4. Wash membrane 2 times, for 5 minutes each, with 20 mL of pure water.
  5. Put the membrane in the plastic box and add 10 mL of Blocking Solution. Cover and incubate overnight on a rotary shaker set at 1 revolution/second. (This was done for 30 minutes, not overnight in lab!!)
  6. Your TA will do the rest of the steps. After class tomorrow you can come and see your results.
  7. Decant liquid.
  8. Rinse the membrane with 20 mL of water for 5 minutes, then decant. Repeat.
  9. Incubate the membrane in 10 mL of Primary Antibody Solution. Decant the solution.
  10. Rinse the membrane with 20 mL of Antibody Wash for 5 minutes, then decant. Repeat 3 times.
  11. Incubate the membrane in 10 mL of Secondary Antibody Solution for 30 minutes. Decant.
  12. Wash the membrane for 5 minutes with 20 mL of Antibody wash, then decant. Repeat 3 times.
  13. Rinse the membrane with 20 mL of pure water for 2 minutes, then decant. Repeat twice.
  14. Incubate the membrane in 5 mL of Chromogenic Substrate until a purple band appears. This will occur between 1-60 minutes after adding the Chromogenic Substrate.
  15. Dry the membrane on a clean piece of filter paper to the open air.

Results
Results of SDS-PAGE and qPCR were added to last weeks lab manual entry!!!

Here are the results from the western blot. My sample is in lane 8. Lane one is a ladder.
external image 14018693efb9992eb1eb0de2f26b64fe?inline=1

Conclusions
Looking at the results of the western blot is looks like the presence of HSP is evident by a purple band that is present in all samples tested. The band is fairly weak, implying that much protein was not present. It would have been nice if the ladder was still present so I could interpret the band and see if it corresponds in length to a known HSP. Perhaps when I see it next week.

Reflection
The purpose of this weeks lab was to familiarize us with the SDS-PAGE protocol and to isolate proteins and run a western blot to confirm the present of a target protein. These procedures could be used to measure changes in the amount and type of protein expression in tissues and organisms experiencing some kind of environmental stress. Nothing about this week remains unclear, the procedure and supporting material was really helpful.

10.21.2013
How to design a primer
Primers, or oligonucleotides (oligos), are short stretches of synthetic DNA that are used most commonly for PCR and DNA sequencing. They direct DNA polymerases to specific regions on larger DNA molecules for amplification. They are designed in pairs to amplify DNA in the forward and reverse directions. Oligos are custom synthesized by various manufacturer's to contain the precise sequence requested by the customer. For a good introduction to the theory of primer design proceed to this link.

Here is a brief list of things to take into consideration when designing primers. Although none of these are absolute, they will help ensure your primers will hybridize to your target sequence with the best efficiency.

1. Design your primers to be within 18-30 bases in length.
2. The melting temperature (Tm) of primers should be within 2C of each other.
3. Avoid primer dimers and primer hairpins
4. Avoid high G/C stretches, particularly at the 3' end
5. G/C clamp at 3' end of primers.

Primer design is most commonly done via computerized means and the algorithms used take the above rules into consideration. Of course, the user always has the opportunity to adjust the parameters that define how primers are designed by the software. There is a great deal of software available for primer design. Two commonly used primer design tools are NCBI Primer and Primer 3. The software will allow you to enter a full DNA sequence and then define what region(s) you would like to amplify, the ideal size of the amplicon (PCR product), the ideal length of the oligos, etc. However, often the preset conditions are already optmized to Additionally, after you have selected some proposed primers, you can compare melting temps, G/C content, primer dimer/hairpin probabilitites, etc.

We will go over the process of designing primers in more detail in lab.

10.21.2013
How to make an Agarose gel:

Supplies and Equipment:

AGAROSE GEL POURING PROCEDURE
  1. Weigh 2g of agarose and mix with 150mL 1x TAE in a 1L flask
  2. Microwave solution for ~ 3 minutes. Keep an eye on the solution so that it does not boil over. You want the solution to be clear - no precipitate and no bubbles.
  3. Cool solution (you should be able to touch the flask for a few seconds), then add 12uL ethidium bromide(EtBr). WARNING: EtBr is a carcinogen be sure to wear gloves and appropriately dispose tip waste.
  4. Mix thoroughly by swirling, then pour into gel tray.
  5. Add gel combs. Using a clean pipet tip, pop any bubbles that could get in the way of your PCR product.
  6. After gel is set, wrap in plastic wrap (label with your initials and date) and place gel in the fridge if not using immediately.

10.15.2013
Lab 3: Quantitative PCR

Summary
Using RNA isolated last week cDNA was produced using a reverse transcriptase protocol. Primers for a region of interest were added to the mixture and quantitative PCR was run on the cDNA sample to look for the presence of HIF in a sample of oyster mantle tissue. Plating on an agarose gel will be done next week. Protein extraction and primer design will also take place next week.

Materials and Methods
Supplies and Equipment:

(1) qPCR PROCEDURE

You will run each template (cDNA) in duplicate in addition to two negative controls (no template) - calculate how many reactions this will be!
  1. Prepare master mix: Prepare enough master mix for your number of reactions +1 to ensure sufficient volume recovery.

For a 25μl reaction volume:
Component
Volume
Final Conc.
Master Mix (SsoFast EvaGreen supermix)
12.5µL
1x
upstream primer, 10μM
0.5μl
2.5μM
downstream primer, 10μM
0.5μl
2.5μM
Ultra Pure Water
10.5uL
NA

  1. Add mastermix to wells of a white PCR plate
  2. Thaw cDNA samples.
  3. Add 1uL cDNA template to each reaction.
  4. Add 1uL of ultra pure water to the negative control wells.
  5. Cap the wells securely.
  6. If necessary, spin the strips to collect volume in the bottom of the wells.
  7. Ensure the lids are clean and place strips on ice. (I like to wipe the lids with a clean kimwipe)
  8. Load the plate, verify the PCR conditions and start the run (this will be done by your TA).

PCR conditions:
  1. 95°C for 10 minutes
  2. 95°C for 15s
  3. 55 °C for 15 s
  4. 72°C for 15 s (+ plate read)
  5. Return to step 2 39 more times
  6. 95°C for 10s
  7. Melt curve from 65°C to 95°C, at 0.5°C for 5s (+plate read)

Results
qPCR samples were left to run overnight. Results will be obtained next week.

UPDATE: Here are the results from the qPCR. My samples were in lanes H1-H4, with lanes 1 and 2 containing cDNA.

external image 4cc4610afbf018dc52ed0033da14d297?inline=1
H1
SBGnew
Sample

N/A
N/A
H2
SBGnew
Sample

N/A
N/A
H3
SBGnew
Sample

N/A
N/A
H4
SBGnew
Sample

N/A
N/A

UPDATE: Here is the gel from the next weeks lab. My sample is in lab 8.

external image 5008a276b819413aae8258552aa3f023?inline=1

Conclusions
No conclusions can be drawn as yet. This section will be filled in next week.

UPDATE: both quantification and visualization using gel electrophoresis show that no cDNA was amplified in any of my samples.

Reflection
The purpose of this lab was to familiarize us with the procedure for producing cDNA, adding primers, and running qPCR. qPCR amplifies a cDNA region of interest for use in other protocols. qPCR is also a key component used in sequencing genomes. Nothing at this point is unclear or needs more information. I will probably be confused next week with protein extraction so stay tuned.

UPDATE: cDNA in my samples were either not present of not amplified. It remain unclear as to what actually occurred. Another possibility is that the HIF was not present in my samples, which seems more likely than HSP not being present, as hypoxia is not always a source of stress in marine systems but can be largely seasonal.


10.8.2013
Lab 2: RNA isolation part 2

Summary
The RNA isolation procedure that was started during last weeks lab will was completed. The procedure to produce cDNA from our RNA was also started with the goal of running PCR next week. Members of the lab brain-stormed regarding projects including organisms of interest, possible stresses, and what responses to look for.

Notes

Material and Methods
Samples
All of my samples were labeled with a big MGEO. The only product from today's lab was a vial of cDNA which will be used next week for PCR.

RNA extraction protocol continued from Lab 1
Turn on heating block to 55°C.
  1. Incubate your homogenized tissue sample (from Lab 1) tube at room temperature (RT) for 5 mins.
  2. In the fume hood, add 200uL of chloroform to your sample and close the tube. NOTE: Due to the high volatility of chloroform, pipetting needs to be done carefully and quickly. Have your tube open and close to the container of chloroform before drawing and chloroform into your pipette tip.
  3. Vortex vigorously for 30s. You are vortexing correctly if the solution becomes a milky emulsion.
  4. Incubate tube at RT for 5 mins.
  5. Spin tube in refrigerated microfuge for 15 mins. @ max speed.
  6. Gently remove tube from microfuge. Be sure not to disturb the tube.
  7. Slowly and carefully transfer most of the aqueous phase (the top, clear portion) to a fresh microfuge tube (YOU WANT THIS!!!!!!). Do NOT transfer ANY of the interphase (the white, cell debris between the aqueous and organic phase) <-- this is garbage and should be pink

NOTE: during this lab my pink aqueous and organic phase was on the top!!!!!

  1. Close the tube containing the organic and interphase and properly dispose of the liquid inside the tube as well as the tube itself at the end of the lab.
  2. Add 500uL isopropanol to the new tube containing your RNA and close the tube.
  3. Mix by inverting the tube numerous times until the solution appears uniform. Pay particular attention to the appearance of the solution along the edge of the tube. If mixed properly, it should no longer appear viscous/"lumpy".
  4. Incubate at RT for 10 mins.
  5. Spin in refrigerated microfuge at max speed for 8 mins. When placing your tube in the microfuge position the tube hinge pointing up, away from the center of the microfuge.
  6. A small, white pellet (RNA and salts) should be present. If not, do not fret an continue with the procedure.
  7. Remove supernatant < LIQUID PHASE! >
  8. Add 1mL of 75% EtOH to pellet. Close tube and vortex briefly to dislodge pellet from the side of the tube. If the pellet does not become dislodged, that is OK.
  9. Spin in refrigerated microfuge at 7500g for 5mins.
  10. Carefully remove supernatant. Pellet may be very loose. Make sure not to remove pellet!
  11. Briefly spin tube (~15s) to pool residual EtOH.
  12. Using a small pipette tip (P10 or P20 tips), remove remaining EtOH.
  13. Leave tube open and allow pellet to dry at RT for no more than 5mins.
  14. Resuspend pellet in 100uL of 0.1%DEPC-H2O by pipetting up and down until pellet is dissolved.
  15. Incubated tube at 55C for 5mins. to help solubilize RNA.
  16. Remove tube from heat, flick a few times to mix and place sample on ice. This will be your stock RNA sample.
  17. Quantitate RNA yield using Nanodrop spectrophotometer

RNA Quantification
NOTE: Always keep your RNA samples on ice!
  1. Pipette 2µL of 0.1%DEPC-H20 onto the Nanodrop pedestal and lower the arm
  2. Click "Blank", to zero the instrument. NOTE: steps 1 and 2 only need to be done once for the whole class.
  3. Pipette 2µL of your RNA sample onto the Nanodrop pedestal and lower the arm
  4. Click "Measure". Record your RNA concentration (ng/µL), A260/280 ratio and A260/230 ratio. NOTE: The Nanodrop uses the Beer-Lambert Law to calculate RNA concentration for you. See Lab 1 notes on RNA extraction for more information on the calculation and how to evaluate RNA purity using A260/280 and A260/A230 ratios.
  5. Raise the arm and wipe off you sample with a KimWipe
  6. Clearly label your stock RNA sample with the word "RNA", source organism/tissue, your initials, today's date and the concentration in ug/uL.
  7. Give your samples to the TA for storage at -80C.

cDNA: reverse transcription protocol
  1. Mix your stock RNA sample by inverting tube several times.
  2. In a 0.5 ml PCR tube labeled with your initials and “cDNA” combine the following:
    1. 5 μl of YOUR total RNA (extracted and quantified in lab)
    2. 1 μl of oligo dT
    3. 4 μl of nuclease free H2O
  3. Incubate the mixture for 5 min at 70°C on the thermocycler then immediately transfer to ice. Briefly centrifuge you tube and the add the following:Incubate the mixture for 60 min at 42°C and then heat inactivate at 70°C for 3 min on the thermocycler.Spin down the sample in a desk top centrifuge.
    1. 5 μl of M-MLV 5X Reaction Buffer
    2. 5 ul of dNTPs
    3. 1 μl of M-MLV RT
    4. 4 μl of nuclease free H2O

  4. Store on ice or at -20°C

Results
Purified RNA target A260/280: 1.8 - 2.0
Purified RNA target A260/230: 1.5 - 2.0

Nanodrop results:
A260/280: 1.93
A260/230: 2.34
Abs: 14.535
A-260: 33.960
A-280: 17.576

Conclusions
Looking at the nanodrop results my RNA A260/280 was right on while my A260/230 was off. I am a little confused if this means. The manual for the nanodrop states the acceptable range for both ratios but doesn't comment if they both have to be perfect. I will ask about this next lab. If it is the case that both ratio needs to be perfect I would not use this RNA for an experiment. My A260/230 being high may be ethanol contamination or the pellet was not properly dissolved.

Reflection
The purpose of the lab was to gain experience with RNA isolation and how to make cDNA. The procedures outlined in lab today are used to measure gene expression which makes it useful in studies that investigate how stresses that are imposed on an organism are mediated by different genes. What is unclear about the procedure, as outlined in my conclusions, is what happens when my A260/230 is not perfect. I wish their was more information on what these numbers actually mean and when it is OK to continue with a sample and when it is advisable to start over.

10.1.2013
Lab 1: DNA isolation; initiate RNA isolation

Homework
Some of my favorite examples of genes come from drosophila and have really interesting names. One is virilizer which is responsible for a trans-membrane protein that is involved in Sex lethal splicing. Another is wingless which, as you might expect, produces wingless flies when silenced and it a part of the wnt pathway. A third gene is bag of marbles which codes for a protein which functions as a translational repressor by interfering with translation initiation. Not quite sure why it is called bag of marbles though: http://www.sdbonline.org/fly/cytoskel/bagomb1.htm

Summary
A RNA isolation TriReagent procedure was started using mantle tissue from a pacific oyster with the aim of finishing the procedure next week. DNA isolation (DNazol) and quantification (Nanodrop spec) was performed following a TriReagent protocol and using gill tissue from a pacific oyster. DNA purity was determined using a spectrophotometer.

Notes

Materials and Methods
Lab Equipment
Reagents Used
micropipettes
TriReagent (RNA)
microfuge tubes
DNazol (DNA)
centrifuge
Ethanol
disposable pestles
0.1% DEPC water
vortexer

samples

A sample of mantle tissue (77 grams) from an Olympia oyster was used for RNA isolation. The microfuge tube containing the sample was labeled with the weight (77), the tissue type (m), the procedure type (RNA), the species (oly), and the operators initials (MGEO). A sample of gill tissue (40 grams) from a Pacific Oyster was used for DNA isolation and quantification. The microfuge tube containing the sample was labeled with the original weight of the sample (40), tissue type (g), species designation (Pac 35c), date collected 10/23/12, the procedure type (DNA), and operator's initials (MGEO).

For both DNA and RNA extraction an adapted version of the MRCgene manual protocol (http://www.mrcgene.com/tri.htm) was used. The adapted procedure can be found here:
http://genefish.wikispaces.com/441_Lab+1_2013

RNA isolation protocol
  1. Label the snap cap tube containing your tissue sample with your initials and the date using a lab marker. Keep the sample stored on ice until you are ready for homogenization.
  2. Add 500uL of TriReagent to the 1.5mL snap cap tube containing your tissue. Store on ice.
  3. Carefully homogenize the tissue using a disposable pestle. If the tissue is difficult to homogenize, carefully close the tube tightly and briefly vortex the sample.
  4. After the sample is completely homogenized, add an additional 500uL of TriReagent to the tube and close the tube tightly.
  5. Vortex vigorously for 15s.
  6. Stop here for Lab 1 and give your labeled homogenized tissue sample to the TA for storage at -80ºC. You will be finishing your RNA extraction in lab next week.

DNA isolation protocol
  1. Using a sterile pestle, homogenize your tissue sample in 0.5 mL of DNazol in a 1.5 mL sterile microfuge tube. After the tissue is homogenized, add 0.5 mL more of DNazol and mix well.
  2. Let your sample incubate for 5 minutes at room temperature.
  3. Spin your sample at 10,000 x g (room temp) for 10 minutes.
  4. Transfer your supernatant to a new, labeled tube.
  5. Add 0.5 mL of 100 % ethanol to your sample.
  6. Mix your sample by inverting your tube 5-8 times.
  7. Store your sample at room temperature for 1 minute.
  8. Your DNA should form a cloudy precipitate. Remove the DNA and put in a new tube using your pipette.
  9. Let your sample sit at room temp for 1 minute and remove the rest of the lysate (liquid that is not DNA).
  10. Wash your DNA with 1 mL of 75% ethanol: Pipette the ethanol into your DNA tube, invert 6 times, and let sit for 1 minute. Remove the ethanol from the tube and repeat.
  11. If there is ethanol left at the bottom of your tube after the second wash, remove with a small pipette.
  12. Add 300 µL of 0.1% DEPC water to your DNA and pipette up and down multiple times to dissolve.
  13. Bring your DNA sample up to the Nanodrop to quantify.

DNA quantification protocol
  1. Pipette 2µL of 0.1%DEPC-H20 onto the Nanodrop pedestal and lower the arm.
  2. Select "dsDNA" from the pulldown menu
  3. Click "Blank", to zero the instrument. NOTE: steps 1 and 2 only need to be done once for the whole class.
  4. Pipette 2µL of your DNA sample onto the Nanodrop pedestal and lower the arm
  5. Click "Measure". Record your DNA concentration (ng/µL), A260/280 ratio and A260/230 ratio. NOTE: The Nanodrop uses the Beer-Lambert Law to calculate DNA concentration for you.
  6. Raise the arm and wipe off you sample with a KimWipe
  7. Clearly label your stock DNA sample with the word "DNA", source organism/tissue, your initials, today's date and the concentration in ug/uL.
  8. Store sample at -20ºC.

notable deviations from the procedure:

calculations
[RNA] = [concentration] x [A260] x Dilution Factor

Results
Purified DNA target A260/280: 1.7 - 1.9
Purified RNA target A260/280: 1.8 - 2.0
Purified RNA target A260/230: 1.5 - 2.0

Nanodrop results:
A260/280: 1.79
A260/230: 0.27
Abs: 67.7
A-260: 18.2
A-280: 10.15
ng/ul: 910

Conclusions
The resulting A260/280 of 1.79 for my DNA extraction was right on the money as far as what I was expecting. This was surprising, mainly because I man-handled the DNA pellet and skipped an ethanol washing (see notable deviations from procedure section). This result is interesting because it speaks to the robust nature of the protocol which is tolerant to mistakes.

Reflections
The purpose of this lab was to introduce the methods of RNA and DNA extraction as tools for analyzing which genes are being expressed in organisms. Through DNA extraction and subsequent amplification, specific genes can be isolated. Through RNA extraction and the use of micro-arrays, expression levels of specific genes can be quantified. Both of these methods could be useful when investigating how environmental stressors impact an organism's tissues or metabolism. However, what was unclear today was how you select genes for isolation and how you design reagents to splice DNA into pieces for amplification. More background on the entire process of DNA isolation and amplification would have helped but the extraction in perspective.


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]]