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The 9th International CCC Event in Chicago/USA
Conference: August 1-3,
Workshop: July 30-31, 2016
Dominican University, River Forest, IL (U.S.A.)
J.	Brent	Friesen,	Chemistry	Professor,	Dominican	University			jbfriesen@dom.edu
CounterCurrent Separation
Introduction	to	Instrumentation
§Minimal sample preparation
(direct chromatography of crude extracts)
§High mass – High resolution
§No sample loss (support-free
chromatography)
§Reproducibility
(scale-up or scale down)
§Flexibility
§Mild conditions for sensitive molecules
Liquid/Liquid Separation (LLS)
Kuhni
Extraction
Columns
Continuous
Mixer-Settler
Liquid-Liquid
Extraction
Liquid/Liquid Chromatography
A. Martin & R. Synge
Centrifugal
Countercurrent
Separation (CCCS)
Gravitational
Countercurrent
Separation (GCCS)
Countercurrent
Chromatography
(CCC)
“hydrodynamic”
Centrifugal Partition
Chromatography
(CPC)
“hydrostatic”
Droplet
Counter
Current
Chromatogr.
Craig
Counter
Current
Distribution
Kostanyan
Pulsed
Rotational
Locular
Separatory
Funnels
Countercurrent Separation (CCS)
Friesen	JB,	McAlpine JB,	Chen	SN,	Pauli	GF
Countercurrent	Separation	of	Natural	Products:	An	Update
Journal	of	Natural	Products	78:	1765-1796	(2015)
dx.doi.org/10.1021/np501065h
CCS	Cladistic Tree
Partition	coefficient	(K)
Concentration	of	analyte	in	one	phase/	
Concentration	of	analyte	in	the	other	phase
shake	flask	(partitioning)	experiment
=			4/4	=	1
=			12/36	=	1/3
K	=			Cupper/Clower
Countercurrent	Distribution
Series	of	mixed	and	equilibrated	individual	cells
All	cells	contain	stationary	phase	(lower	phase	in	CCD	instruments)	at	the	beginning.
The	first	cell	is	mixed	and	allowed	to	settle.	
The	mobile	phase	is	passed	to	the	next	cell	in	the	series.
New	mobile	phase	is	added	to	the	first	cell.
The	first	cell	contains	an	equal	amount	of	upper	and	lower	phase	
plus	the	sample	at	the	beginning.
2
3
2
9
2
9
2
27
4
12
4
36
separate	phases
equilibrate
1
2
1
1
1
2
2
6
2
12
1½
7
1½
14
1
9
1
18
½
6
½
12
1½
2.7
1½
5.3
½
0.7
½
0.3
4
5
Countercurrent Distribution
Lyman C. Craig
Sequential countercurrent extractions can separate solutes
with only small differences in K. However, the technique, if
performed with separatory funnels, is quite tedious.
In 1944 Lyman C. Craig developed a device to automate
countercurrent distribution. This device used a series of
glass vessels.
8
http://onlinelibrary.wiley.com/doi/10.1111/j.1749-6632.1951.tb48879.x/pdf
CCD	apparatus	takes	advantage	of	
successive	extractions
Countercurrent	distribution
Jensen	2010,	Museum	Notes	p.	1	Craig	CCD	Train
http://www.erittenhouse.org/wp-content/uploads/2015/07/Fig.-5rs21-973x1030.jpg
CCD	output
Isopropyl		ether	and	phosphate	buffer	pH	4.93
http://www.jbc.org/content/174/1/221.full.pdf
CounterCurrent Distribution
CCD	equations:
The	rate	of	migration	of	the	band	of	a	homogeneous	substance,	that	is	the	position	of	
its	maximum,	can	be	calculated	from	Equation	1	at	any	time	during	operation,	after	a	
certain	number	of	plates,	n,	have	been	applied
IDENTIFICATION	OF	SMALL	AMOUNTS	OF	ORGANIC	COMPOUNDS	BY	DISTRIBUTION	
STUDIES	III.	THE	USE	OF	BUFFERS	IN	COUNTER-CURRENT	DISTRIBUTION.	
BY	LYMAN	C.	CRAIG,	CALVIN	GOLUMBIC,	HAROLD	MIGHTON,	AND	ELWOOD	TITUS
Journal	of	Biological	Chemistry,	1945,	vol.	161,	p.	321
http://www.chem.uoa.gr/Applets/AppletCraig/Appl_Craig2.htm 12
Droplet	Countercurrent	Chromatography
http://images.all-free-download.com/images/graphicthumb/different_shapes_water_drop_creative_design_546322.jpg
Droplet	Countercurrent	Chromatography
Eyela DCCC
Droplet	Countercurrent	Chromatography
Ascending	mode:	lower	phase	is	held	
stationary	in	tubes	and	upper	phase	
bubbled	from	the	bottom.
Descending	mode:	upper	phase	is	held	
stationary	in	tubes	and	lower	phase	
bubbled	from	the	top.
continuous flow
Journal	of	Chromatography	A
Volume	128,	1976,	Pages	218-223
Droplet	counter-current	chromatography	for	the	separation	of	plant	products
Yukio	Ogihara,	Osamu	Inoue	Hideaki	Otsuka,	Ken-Ichi Kawai	1,	Takenori Tanimura,	Shoji	Shibata	
Droplet	Countercurrent	Chromatography
Hostettmann,	1980	Droplet	Counter-Current	Chromatography	and	its	Application	to	the	Preparative	Scale	Separation	of	Natural	Products	39,	p. 1	
Droplet	Countercurrent	Chromatography
Head
Tail
Correct
CorrectX
Descending
Mode
Lower
Phase
Mobile
Ascending
Mode
Upper
Phase
Mobile
X
http://dingo.care2.com/pictures/greenliving/uploads/2013/10/cat-tail.jpg
https://cdn.shopify.com/s/files/1/0224/1915/products/grey-tabby-kitty-cat-head-shaped-vinyl-animal-photo-print-clutch-bag-dotoly.jpg?v=1398690617
Centrifugal	Partition	Chromatography
http://www.labx.co.kr/mall/images/Fg21Dr_FC.gif
Centrifugal	
Partition
Chromatography
Centrifuge	is	used	to	hold	
one	phase	stationary.
cells	or	chambers	
reminiscent	of	CCD	
vessels
http://www.labx.co.kr/mall/images/Fg2Dr_FC.gif
Centrifugal	Partition	Chromatography
(High	Speed)	
Countercurrent	Chromatography
Continuous	Countercurrent	
Separation	 in	a	centrifuge
Centrifuge	is	used	to	hold	
one	phase	stationary.
Countercurrent	Chromatography
http://pubs.acs.org/subscribe/journals/tcaw/10/i07/html/07inst.html
under the
influence of
centrifugal force
CounterCurrent Chromatography	
through	the	planetary	motion	of	
coils	(bobbins)
CCS	basicsK high
K = 1
K low
stationary phase
mobile phase
KD = conc. stationary/conc. mobile phase
CCS	basicsK high
K = 1
K low
CCS	basicsK high
K = 1
K low
CCS	basicsK high
K = 1
K low
CCS	basicsK high
K = 1
K low
CCS Chromatogram
0
0 20 40 60 80 100 120 140 160 180 200 220 240 260 280 300 320 340 360 380 400 420 440 460 480 500 520 540 560 580 600 620 640 660 680 700
A254
mL
GUESSmix in ChMWat 10:7:3 12/14/12, 35 degrees N Phase
Q HD
FUE
C
V
r
Countercurrent	Separation	Equations
VS		=	volume	of	stationary	phase	in	the	column
VM	=	volume	of	mobile	phase	in	the	column
VR	=	retention	volume	of	analyte
K =	partition	coefficient
K =	
Concentration	of	analyte	in	stationary	phase
Concentration	of	analyte	in	mobile	phase
K	=	(VR – VM)/VS
VC =	total	column	volume	=	VM +	VS
Countercurrent	Separation	Equations
VC		=	total	system	volume
VS		=	volume	of	stationary	phase	in	the	column
VM	=	volume	of	mobile	phase	in	the	column
VR	=	retention	volume	of	analyte
K =	partition	coefficient
Sf =	stationary	phase	volume	retention	ratio
Sf =	VS/VC =	(VC – VM)/VC
K	=	(VR – VM)/VS	= (VR – VM)/(Sf*VC)
The	separation	factor	(α)	is	the	ratio	of	K values	
for	2	consecutive	peaks.
Countercurrent	Separation	Equations
𝛼 =	
𝐾%
𝐾&
																																	𝐾% > 𝐾&
The	Resolution	factor	(RS)	s	another	way	to	measure	
the	peak	separation.	W	=	peak	width	at	the	base
𝑅) =	
%(+,	-	+.)
0,1	0.
http://www.shimadzu.com/an/hplc/support/lib/lctalk/resol-1.html
The	theoretical	plates	(N)	is	a	way	to	measure	
chromatographic	efficiency.	VR and	W	have	the	same	
units.
𝑁 = 16(
𝑉6
𝑊
)%
Countercurrent	Separation	Equations
𝑅) =	
&
8
𝑁
(+,	-	+.)
:;
<= :>
1
?,@	?.
,
Berthod,	A.	(2002).	Countercurrent	Chromatography:	The	support-free	liquid	stationary	phase.	Wilson	&	Wilson's	Comprehensive	
Analytical	Chemistry	Vol.	38.	Boston:	Elsevier	Science	Ltd.	pp.	1–397.	ISBN	978-0-444-50737-2.
Determination	of	Sf
• (i)	the	carry-over	method	Sf(CO):	this	approach	measures,	in	a	
graduated	cylinder,	the	amount	of	stationary	phase	carried	over	as	
the	column	is	equilibrated	with	the	mobile	phase.	The	amount	of	
stationary	phase	displaced	is	called	the	“carry	over	volume”	or	V(CO).	
In	the	case	of	large	volume	columns,	V(CO) is	considered	to	be	equal	
to	the	mobile	phase	volume	inside	the	column	(VM).
• (ii)	void	volume	determination	by	UV	detection	Sf(UV):	this	method	is	
routinely	employed	with	crude	natural	extracts,	is	to	identify	the	
mobile	phase	front	by	unretained UV-active	sample	components	
that	are	almost	always	present	in	complex	natural	mixtures.	The	
void	volume	(V(UV))	is	determined	by	taking	the	analyte	retention	
volume	(VR)	of	an	unretained component(s)	(VR
0)	to	be	equal	to	VM.
• (iii)	volumetrics of	extruded	mobile	phase	Sf(MP):	the	third	method	is	
based	on	the	determination	of	VM by	measuring	the	volume	of	
mobile	phase	extruded	(V(MP))	from	the	column	after	the	separation	
is	complete.
Pauli	GF,	Pro	S,	Chadwick	L,	Burdick	T,	Pro	L,	Friedl W,	Novak,	N,	Maltby J,	Qiu,	F,	Friesen	JB
Real-Time	Volumetric	Phase	Monitoring	Advances	Chemical	Analysis	by	Countercurrent	Separation	Analytical	Chemistry	87:7418-7425	(2015)	
dx.doi.org/10.1021/acs.analchem.5b01613
2
2
1 1
3
3
4
4
5 6
6
8 7
8
7
9
10
9 10
0.5 2 0.5 2
Normal
Phase
Reversed
Phase
1
2
3
4
5
6
7
8
9
10
1
2
3
4
5 8
910
6
7
The CS Working Space
Non-standardized Standardized
Operation	Parameters
1.	CCC/CPC
2.	CCC	axes	
3.	rotational	direction
4.	synchronicity
5.	winding	left/right
6.	hydrophilic	UP/LP	
7.	hydrophilic	VM/VS
8.	winding	&	rotation
9.	tail/head
10.	K or	1/K
Friesen,	J.B.;	Pauli,	G.F.	(2009).	"Binary	concepts	
and	standardization	in	counter-current	
separation	technology".	Journal	of	
Chromatography	A	1216	(19):	4237–4244.	
doi:10.1016/j.chroma.2009.01.048
7
8
KD = 0.5
0 1 2
Lower (hydrophilic) Phase mobile
Head-to-Tail
Reversed phase elution
7
9
6
10
0 1 KD =2
Upper (lipophilic) Phase mobile
Tail-to-Head
Normal phase elution
7
9
6
10
Operation	Parameters
FWD	- IN
FWD	– OUT
REV	- IN
REV	- OUT
Lower	phase	mobile
Upper	phase	mobile
HEMWat
Solvent
System
7
Friesen,	J.B.;	Pauli,	G.F.	(2009).	"Binary	concepts	and	standardization	in	counter-current	separation	technology".	Journal	of	Chromatography	A	1216	(19):	4237–4244.	
doi:10.1016/j.chroma.2009.01.048
Binary Choice Question
Answer for
example
Consequences
(6)
Aqueous
upper or lower?
lower
Free choice.
Any useable biphasic solvent
system is appropriate.
(8)
Do helical winding and
rotation
agree or oppose?
agree
Constrained choice.
Agreement gives optimal results.
(7)
Hydrophilic phase
mobile or stationary?
mobile
Free choice.
The analyte will elute from the
column with either choice.
(9)
Head-to-tail or
tail-to-head?
tail-to-head
Dependant on (3)
The direction of flow must
correspond to the choice of mobile
phase.
(7) Normal or reverse phase? normal phase
Dependant on (3)
The order of elution will correspond
on the choice of mobile phase.
(10)
Kshake-flask and KCCS; directly
or inversely proportional?
inversely
proportional
Dependant on (1) and (3)
The order of elution will correspond
on the choice of mobile phase.
Friesen,	J.B.;	Pauli,	G.F.	(2009).	"Binary	concepts	and	standardization	in	counter-current	separation	technology".	Journal	of	Chromatography	A	1216	(19):	4237–4244.	
doi:10.1016/j.chroma.2009.01.048
Parameter Type Parameter Experimental report
Essential Important Optional
Instrumental	(All) Instrument	make,	model,	and	type
Column	volumea
E
Sample	loop	volumea
I
Extra-column	dead	volume O
Back-pressure	regulator	setting O
Instrumental
(type-J	specific)
Rotor	radius	(R) I
Range	of	spool	radius	(r)	values I
β	ratio	(βr) I
Tubing	inside	diameter	(bore) I
Tubing	composition I
Head	center/peripheral O
Length	of	tubing O
Number	of	turns	per	spool O
Direction	of	winding	relative	to	
rotation
O
Instrumental
(CPC	specific)
Rotor	radius I
Channel	number O
Channel	volume O
Instrumental	(Detector) Detector	make,	model,	type E
Detector	setting	
(e.g.	UV	wavelength(s))
E
Flow	cell	details I
aAlthough column	and	sample	loop	volumes	may	be	given	by	the	
manufacturer,	they	can	vary	from	instrument	to	instrument	and	should	be	
measured	experimentally	and	reported	as	such
Pauli	GF,	Pro	S,	Friesen	B	 Countercurrent	Separation	of	Natural	Products	Journal	of	Natural	Products	71:	1489-1508	(2008)
dx.doi.org/10.1021/np800144q
Reporting	Instrumentational	Parameters

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